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[null,"kg/ha Aug","percentile",null,null,0.8]
[null,133.242,{"$f":"_xlfn.PERCENTRANK.EXC($F$1:$F$40,B2)","v":{"v":0.72,"d":"72.0%"}},null,null,0.2]
[{"$nulls":5},0.2]
[{"$nulls":5},0.1]
[{"$nulls":5},0.1]
[{"$nulls":5},68.2]
[{"$nulls":5},21.7]
[{"$nulls":5},46.9]
[{"$nulls":5},22.8]
[{"$nulls":5},50.2]
[{"$nulls":5},283.5]
[{"$nulls":5},264.6]
[{"$nulls":5},179.55]
[{"$nulls":5},113.16]
[{"$nulls":5},121.36]
[{"$nulls":5},91.84]
[{"$nulls":5},36]
[{"$nulls":5},68.88]
[{"$nulls":5},34.44]
[{"$nulls":5},72.16]
[{"$nulls":5},209.45]
[{"$nulls":5},244.09]
[{"$nulls":5},164.84]
[{"$nulls":5},199.71]
[{"$nulls":5},630.96]
[{"$nulls":5},580.77]
[{"$nulls":5},106.26]
[{"$nulls":5},144.21]
[{"$nulls":5},105.78]
[{"$nulls":5},147.58]
[{"$nulls":5},87.92]
[{"$nulls":5},81.64]
[{"$nulls":5},99.18]
[{"$nulls":5},120.06]
[{"$nulls":5},102.66]
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[null,"Data below is calculated from Table 1 of Evans, N.T., Shoup, D.E., and Glover, D.C.  2014. A simplified approach for estimating age-0 gizzard shad prey supply and predator demand.  Fisheries Management and Ecology.  21:140-154.  For more information, please contact Dan Shoup at dshoup@okstate.edu"]
[]
[null,"Instructions:"]
[null,"Enter values in yellow cells: 1=low, 2=medium, 3=high.  For a species that is not present, enter 0's for all parameters.  Need help deciding if your population parameter should be a 1, 2, or 3? Click on the blue box to the right of each species to see the supplemental data table that lists the actual population values from the litterature that go with a 1, 2, or 3."]
[]
[]
[]
[]
["Column","Species","Growth","Mortality","Pop Size","% Shad in diet","Lookup code","Age-0 Gizzard Shad needed in August for sustainability (kg/ha)","Need help deciding if your population parameter should be a 1, 2, or 3? Click the box below for the species of interest to see actual values associated with 1, 2, and 3."]
[23,"Blue Catfish",0,0,0,0,{"$f":"CONCATENATE(C10,\"-\",D10,\"-\",E10,\"-\",F10)","v":"0-0-0-0"},{"$f":"VLOOKUP(CONCATENATE(C10,\"-\",D10,\"-\",E10,\"-\",F10),'Table 1'!$A$3:$AC$86,A10+($G$18-1),FALSE)","v":{"v":0,"d":"0.00"}}]
[3,"Flathead Catfish",1,1,1,3,{"$f":"CONCATENATE(C11,\"-\",D11,\"-\",E11,\"-\",F11)","v":"1-1-1-3"},{"$f":"VLOOKUP(CONCATENATE(C11,\"-\",D11,\"-\",E11,\"-\",F11),'Table 1'!$A$3:$AC$86,A11+($G$18-1),FALSE)","v":{"v":0.1782904049775108,"d":"0.18"}}]
[11,"Hybrid Striped Bass or Striped Bass",2,2,2,2,"2-2-2-2",{"$f":"VLOOKUP(CONCATENATE(C12,\"-\",D12,\"-\",E12,\"-\",F12),'Table 1'!$A$3:$AC$86,A12+($G$18-1),FALSE)","v":{"v":17.127873349935726,"d":"17.13"}}]
[19,"Largemouth Bass",3,1,2,2,"3-1-2-2",{"$f":"VLOOKUP(CONCATENATE(C13,\"-\",D13,\"-\",E13,\"-\",F13),'Table 1'!$A$3:$AC$86,A13+($G$18-1),FALSE)","v":{"v":29.88627584,"d":"29.89"}}]
[15,"Saugeye or Walleye",1,1,1,2,"1-1-1-2",{"$f":"VLOOKUP(CONCATENATE(C14,\"-\",D14,\"-\",E14,\"-\",F14),'Table 1'!$A$3:$AC$86,A14+($G$18-1),FALSE)","v":{"v":7.377597545877003,"d":"7.38"}}]
[7,"White Bass",2,2,2,2,"2-2-2-2",{"$f":"VLOOKUP(CONCATENATE(C15,\"-\",D15,\"-\",E15,\"-\",F15),'Table 1'!$A$3:$AC$86,A15+($G$18-1),FALSE)","v":{"v":10.293039438107824,"d":"10.29"}}]
[27,"White Crappie",2,2,2,2,"2-2-2-2",{"$f":"VLOOKUP(CONCATENATE(C16,\"-\",D16,\"-\",E16,\"-\",F16),'Table 1'!$A$3:$AC$86,A16+($G$18-1),FALSE)","v":{"v":6.229656078608311,"d":"6.23"}}]
[]
[{"$nulls":5},"Shad production potential",2]
[]
[{"$nulls":6},"Total",{"$f":"SUM(H10:H19)","v":{"v":71.09273265750637,"d":"71.09"}}]
[{"$nulls":6},"Equivelant Age-0 Gizzard Shad percentile",{"$f":"_xlfn.PERCENTRANK.EXC('GZS data'!$F$1:$F$40,H20)","v":{"v":0.455,"d":"45.5%"}}]
[]
[null,"To be sustainable, your lake should have an age-0 gizzard shad biomass greater than",{"$nulls":6},{"$f":"H21","v":{"v":0.455,"d":"45.5%"}},"of lakes in the U.S."]

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["Table 1. Mean age-0 gizzard shad biomass (kg ha 1) required on simulation day 60 (15 August) from bioenergetics models to sustainably meet predator consumption for the rest of the year at three gizzard shad productivity potentials based on non-predation mortality (low, medium and high; corresponding to age 1+ gizzard shad annual mortality rates of A = 0.55, 0.70 and 0.85, respectively).  Piscivore population parameters are numerically coded in order as growth – mortality – initial population size – percent by weight gizzard shad; low (1), medium (2) and high (3) parameters correspond to the 10th percentile, 50th and 90th percentile of published values for each piscivore species."]
[]
["Population parameters",null,"Flathead catfish",{"$nulls":3},"White bass",{"$nulls":3},"Striped bass",{"$nulls":3},"Saugeye",{"$nulls":3},"Largemouth bass",{"$nulls":3},"Blue catfish",{"$nulls":3},"White crappie"]
[null,null,"Low","Medium","High",null,"Low","Medium","High",null,"Low","Medium","High",null,"Low","Medium","High",null,"Low","Medium","High",null,"Low","Medium","High",null,"Low","Medium","High"]
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["Largemouth Bass"]
["Litterature values associated with low (1), medium (2), and high (3) parameter values in Evans et al 2014 predator-prey calculation tables.  For growth, pick the column under annular growth increment that most closely matches the size structure (mean weight at age) of your population at the beginning or ending of the year.  Sizes are given as weight (g) because this is the relevant metric for the bioenergetic equations.  To see an aproximate size in length, look at the table below the main table (assumes relative weight you specify in the yellow cell).  Mortality and population size are naturally coupled.  As such, pick the mortality of the three given that is most similar to your population's mortality (this will define the 1, 2, or 3 for mortality), then select the column with that mortality rate that has the total population size most similar to your populations size (look at the bottom of the table for the size with all age classes summed together).  This will define the 1, 2, or 3 for initial population size."]
[]
[]
[{"$nulls":14},"Gizzard shad consumed (percent by weight)",{"$nulls":5},"Initial population size (number ha-1)"]
[null,null,"Annual growth increment (g)",{"$nulls":17},"Low",{"$nulls":5},"Medium",{"$nulls":5},"High"]
[null,null,"Low",{"$nulls":3},"Medium",{"$nulls":3},"High",{"$nulls":9},"A 37.4%",null,"A 59.1%",null,"A 82.0%",null,"A 37.4%",null,"A 59.1%",null,"A 82.0%",null,"A 37.4%",null,"A 59.1%",null,"A 82.0%"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End",null,"Low",null,"Medium",null,"High"]
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[3,null,{"v":107.48444715681825,"d":"107.5"},null,{"v":227.14111520743415,"d":"227.1"},null,{"v":343.861708344917,"d":"343.9"},null,{"v":578.9783389707729,"d":"579.0"},null,{"v":750.5526011637187,"d":"750.6"},null,{"v":1188.7883070664716,"d":"1,188.8"},null,{"v":0.022517034068136273,"d":"2.3%"},null,{"v":0.18904028831048852,"d":"18.9%"},null,{"v":0.6993368588147995,"d":"69.9%"},null,{"v":0.5986954608321999,"d":"0.60"},null,{"v":0.33143807241659756,"d":"0.33"},null,{"v":0.030917939691062813,"d":"0.03"},null,{"v":17.177989029866986,"d":"17.18"},null,{"v":4.801222364292084,"d":"4.80"},null,{"v":0.8871088284199011,"d":"0.89"},null,{"v":41.90158984087706,"d":"41.90"},null,{"v":19.447050765244896,"d":"19.45"},null,{"v":2.1638895104684748,"d":"2.16"}]
[4,null,{"v":227.14111520743415,"d":"227.1"},null,{"v":348.5476159055247,"d":"348.5"},null,{"v":578.9783389707729,"d":"579.0"},null,{"v":812.5846945901072,"d":"812.6"},null,{"v":1188.7883070664716,"d":"1,188.8"},null,{"v":1535.5841633622904,"d":"1,535.6"},null,{"v":0.022517034068136273,"d":"2.3%"},null,{"v":0.2842718782254833,"d":"28.4%"},null,{"v":0.7356392550235833,"d":"73.6%"},null,{"v":0.3747833584809572,"d":"0.37"},null,{"v":0.139203990414971,"d":"0.14"},null,{"v":0.005565229144391308,"d":"0.01"},null,{"v":10.753421132696731,"d":"10.75"},null,{"v":2.0165133930026755,"d":"2.02"},null,{"v":0.15967958911558225,"d":"0.16"},null,{"v":26.230395240389036,"d":"26.23"},null,{"v":8.167761321402857,"d":"8.17"},null,{"v":0.3895001118843256,"d":"0.39"}]
[5,null,{"v":348.5476159055247,"d":"348.5"},null,{"v":490.75627349083976,"d":"490.8"},null,{"v":812.5846945901072,"d":"812.6"},null,{"v":1188.7330455454833,"d":"1,188.7"},null,{"v":1535.5841633622904,"d":"1,535.6"},null,{"v":1918.9374903051294,"d":"1,918.9"},null,{"v":0.024009009009009007,"d":"2.4%"},null,{"v":0.32767803638327897,"d":"32.8%"},null,{"v":0.7356392550235833,"d":"73.6%"},null,{"v":0.23461438240907923,"d":"0.23"},null,{"v":0.058465675974287826,"d":"0.06"},null,{"v":1.0017412459904357E-3,"d":"0.00"},null,{"v":6.731641629068154,"d":"6.73"},null,{"v":0.8469356250611237,"d":"0.85"},null,{"v":0.028742326040804813,"d":"0.03"},null,{"v":16.42022742048354,"d":"16.42"},null,{"v":3.4304597549892,"d":"3.43"},null,{"v":0.07011002013917862,"d":"0.07"}]
[6,null,{"v":490.75627349083976,"d":"490.8"},null,{"v":628.9156890553672,"d":"628.9"},null,{"v":1188.7330455454833,"d":"1,188.7"},null,{"v":1464.975724125715,"d":"1,465.0"},null,{"v":1918.9374903051294,"d":"1,918.9"},null,{"v":2354.6417858234367,"d":"2,354.6"},null,{"v":0.024009009009009007,"d":"2.4%"},null,{"v":0.32767803638327897,"d":"32.8%"},null,{"v":0.7356392550235833,"d":"73.6%"},null,{"v":0.1468686033880836,"d":"0.15"},null,{"v":0.02455558390920089,"d":"0.02"},null,{"v":1.8031342427827845E-4,"d":"0.00"},null,{"v":4.214007659796665,"d":"4.21"},null,{"v":0.355712962525672,"d":"0.36"},null,{"v":0.005173618687344868,"d":"0.01"},null,{"v":10.279062365222696,"d":"10.28"},null,{"v":1.440793097095464,"d":"1.44"},null,{"v":0.012619803625052156,"d":"0.01"}]
[7,null,{"v":628.9156890553672,"d":"628.9"},null,{"v":715.2379334793255,"d":"715.2"},null,{"v":1464.975724125715,"d":"1,465.0"},null,{"v":1599.5134027647887,"d":"1,599.5"},null,{"v":2354.6417858234367,"d":"2,354.6"},null,{"v":2417.8541721825536,"d":"2,417.9"},null,{"v":0.024009009009009007,"d":"2.4%"},null,{"v":0.32767803638327897,"d":"32.8%"},null,{"v":0.7356392550235833,"d":"73.6%"},null,{"v":0.09193974572094032,"d":"0.09"},null,{"v":0.010313345241864376,"d":"0.01"},null,{"v":3.2456416370090135E-5,"d":"0.00"},null,{"v":2.637968795032712,"d":"2.64"},null,{"v":0.14939944426078228,"d":"0.15"},null,{"v":9.3125136372207646E-4,"d":"0.00"},null,{"v":6.434693040629408,"d":"6.43"},null,{"v":0.605133100780095,"d":"0.61"},null,{"v":2.2715646525093888E-3,"d":"0.00"}]
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[9,null,{"v":1147.0474647541464,"d":"1,147.0"},null,{"v":1578.8569960289674,"d":"1,578.9"},null,{"v":1714.2237902755496,"d":"1,714.2"},null,{"v":1648.0039290752416,"d":"1,648.0"},null,{"v":3040.0760101701812,"d":"3,040.1"},null,{"v":3662.297848157809,"d":"3,662.3"},null,{"v":0.024009009009009007,"d":"2.4%"},null,{"v":0.32767803638327897,"d":"32.8%"},null,{"v":0.7356392550235833,"d":"73.6%"},null,{"v":0.03602897979413921,"d":"0.04"},null,{"v":1.8192741006648762E-3,"d":"0.00"},null,{"v":1.0515878903909209E-6,"d":"0.00"},null,{"v":1.0337566595222392,"d":"1.03"},null,{"v":0.026354061967601997,"d":"0.03"},null,{"v":3.0172544184595289E-5,"d":"0.00"},null,{"v":2.5216017699896898,"d":"2.52"},null,{"v":0.10674547897760878,"d":"0.11"},null,{"v":7.3598694741304236E-5,"d":"0.00"}]
[]
[{"$nulls":18},"∑(number ha-1)",null,{"v":6.465158291333743,"d":"6.47"},null,{"v":7.058284814285239,"d":"7.06"},null,{"v":6.465158291333744,"d":"6.47"},null,{"v":537.0446393305549,"d":"537.04"},null,{"v":112.91661501149477,"d":"112.92"},null,{"v":949.1424944415335,"d":"949.14"},null,{"v":452.4844912023459,"d":"452.48"},null,{"v":457.3616837089974,"d":"457.36"},null,{"v":452.4844912023461,"d":"452.48"}]
[]
[]
[]
[]
[]
[]
["To evaluate growth in mm instead of g, enter the average relative weight for your population in the yellow box below then use the below table.  Note, relative weight = 92 is about average for most species"]
[]
[]
[null,null,"Avg relative weight",null,92]
[]
[]
[null,null,"Annual growth increment (mm)"]
[null,null,"Low (1)",{"$nulls":3},"Medium (2)",{"$nulls":3},"High (3)"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End"]
[]
[0,null,"-",null,"-",null,"-",null,"-",null,"-",null,"-"]
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[2,null,{"$f":"10^((LOG10(C12*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":151.46504475002178,"d":"151.5"}},null,{"$f":"10^((LOG10(E12*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":195.5118696891837,"d":"195.5"}},null,{"$f":"10^((LOG10(G12*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":215.22036375513852,"d":"215.2"}},null,{"$f":"10^((LOG10(I12*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":281.47685912031415,"d":"281.5"}},null,{"$f":"10^((LOG10(K12*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":280.586843909576,"d":"280.6"}},null,{"$f":"10^((LOG10(M12*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":359.48282449770903,"d":"359.5"}}]
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[6,null,{"$f":"10^((LOG10(C16*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":314.66938625611397,"d":"314.7"}},null,{"$f":"10^((LOG10(E16*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":340.1057656830696,"d":"340.1"}},null,{"$f":"10^((LOG10(G16*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":415.20388759840864,"d":"415.2"}},null,{"$f":"10^((LOG10(I16*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":443.3018536731826,"d":"443.3"}},null,{"$f":"10^((LOG10(K16*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":482.43340547191866,"d":"482.4"}},null,{"$f":"10^((LOG10(M16*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":514.3819277365593,"d":"514.4"}}]
[7,null,{"$f":"10^((LOG10(C17*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":340.1057656830696,"d":"340.1"}},null,{"$f":"10^((LOG10(E17*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":354.0942598653823,"d":"354.1"}},null,{"$f":"10^((LOG10(G17*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":443.3018536731826,"d":"443.3"}},null,{"$f":"10^((LOG10(I17*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":455.67728867493435,"d":"455.7"}},null,{"$f":"10^((LOG10(K17*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":514.3819277365593,"d":"514.4"}},null,{"$f":"10^((LOG10(M17*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":518.6701266484708,"d":"518.7"}}]
[8,null,{"$f":"10^((LOG10(C18*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":354.0942598653823,"d":"354.1"}},null,{"$f":"10^((LOG10(E18*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":410.5849973813647,"d":"410.6"}},null,{"$f":"10^((LOG10(G18*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":455.67728867493435,"d":"455.7"}},null,{"$f":"10^((LOG10(I18*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":465.6759198064723,"d":"465.7"}},null,{"$f":"10^((LOG10(K18*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":518.6701266484708,"d":"518.7"}},null,{"$f":"10^((LOG10(M18*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":557.260645191969,"d":"557.3"}}]
[9,null,{"$f":"10^((LOG10(C19*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":410.5849973813647,"d":"410.6"}},null,{"$f":"10^((LOG10(E19*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":453.82489740151397,"d":"453.8"}},null,{"$f":"10^((LOG10(G19*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":465.6759198064723,"d":"465.7"}},null,{"$f":"10^((LOG10(I19*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":459.9621048395213,"d":"460.0"}},null,{"$f":"10^((LOG10(K19*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":557.260645191969,"d":"557.3"}},null,{"$f":"10^((LOG10(M19*($E$31/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":590.7466689656814,"d":"590.7"}}]

{"sheet":"ST3 WHB","index":4,"n_rows":43,"n_cols":37,"rows_kept":43,"merged":[[1,0,1,36],[4,14,6,18],[4,20,4,36],[5,2,5,12],[5,20,5,24],[5,26,5,30],[5,32,5,36],[6,2,6,4],[6,6,6,8],[6,10,6,12],[6,20,7,20],[6,22,7,22],[6,24,7,24],[6,26,7,26],[6,28,7,28],[6,30,7,30],[6,32,7,32],[6,34,7,34],[6,36,7,36],[25,0,26,20],[31,2,31,12],[32,2,32,4],[32,6,32,8],[32,10,32,12]]}
["White Bass"]
["Litterature values associated with low (1), medium (2), and high (3) parameter values in Evans et al 2014 predator-prey calculation tables.  For growth, pick the column under annular growth increment that most closely matches the size structure (mean weight at age) of your population at the beginning or ending of the year.  Sizes are given as weight (g) because this is the relevant metric for the bioenergetic equations.  To see an aproximate size in length, look at the table below the main table (assumes relative weight you specify in the yellow cell).  Mortality and population size are naturally coupled.  As such, pick the mortality of the three given that is most similar to your population's mortality (this will define the 1, 2, or 3 for mortality), then select the column with that mortality rate that has the total population size most similar to your populations size (look at the bottom of the table for the size with all age classes summed together).  This will define the 1, 2, or 3 for initial population size."]
[]
[]
[{"$nulls":14},"Gizzard shad consumed (percent by weight)",{"$nulls":5},"Initial population size (number ha-1)"]
[null,null,"Annual growth increment (g)",{"$nulls":17},"Low",{"$nulls":5},"Medium",{"$nulls":5},"High"]
[null,null,"Low",{"$nulls":3},"Medium",{"$nulls":3},"High",{"$nulls":9},"A 38.2%",null,"A 62.4%",null,"A 79.4%",null,"A 38.2%",null,"A 62.4%",null,"A 79.4%",null,"A 38.2%",null,"A 62.4%",null,"A 79.4%"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End",null,"Low",null,"Medium",null,"High"]
[]
[0,null,"-",null,"-",null,"-",null,"-",null,"-",null,"-",null,"-",null,"-",null,"-",null,{"v":12.628445690066528,"d":"12.63"},null,{"v":20.192255692991786,"d":"20.19"},null,{"v":25.690248162797694,"d":"25.69"},null,{"v":22.550564798773454,"d":"22.55"},null,{"v":36.0572299722037,"d":"36.06"},null,{"v":45.874973065564056,"d":"45.87"},null,{"v":32.47268390175744,"d":"32.47"},null,{"v":51.922204242264925,"d":"51.92"},null,{"v":66.0596979566881,"d":"66.06"}]
[1,null,{"v":22.13663187438125,"d":"22.1"},null,{"v":105.79740836807402,"d":"105.8"},null,{"v":61.211101461817876,"d":"61.2"},null,{"v":273.62643408900175,"d":"273.6"},null,{"v":183.35639999025238,"d":"183.4"},null,{"v":503.552830907287,"d":"503.6"},null,{"v":0.6812403101485671,"d":"68.1%"},null,{"v":0.761232651140908,"d":"76.1%"},null,{"v":0.8265358974358974,"d":"82.7%"},null,{"v":7.804379436461113,"d":"7.80"},null,{"v":7.154778859648429,"d":"7.15"},null,{"v":5.292191121536324,"d":"5.29"},null,{"v":13.936249045641993,"d":"13.94"},null,{"v":12.776259902040943,"d":"12.78"},null,{"v":9.450244451506194,"d":"9.45"},null,{"v":20.0681186512861,"d":"20.07"},null,{"v":18.39774094443346,"d":"18.40"},null,{"v":13.608297779077747,"d":"13.61"}]
[2,null,{"v":105.79740836807402,"d":"105.8"},null,{"v":227.6133417131866,"d":"227.6"},null,{"v":273.62643408900175,"d":"273.6"},null,{"v":478.8234336513171,"d":"478.8"},null,{"v":503.552830907287,"d":"503.6"},null,{"v":833.5519144319894,"d":"833.6"},null,{"v":0.6549435564435565,"d":"65.5%"},null,{"v":0.7337967537050105,"d":"73.4%"},null,{"v":0.8147358974358975,"d":"81.5%"},null,{"v":4.823106491732968,"d":"4.82"},null,{"v":2.361077023683982,"d":"2.36"},null,{"v":1.0901913710364823,"d":"1.09"},null,{"v":8.612601910206752,"d":"8.61"},null,{"v":4.2161657676735125,"d":"4.22"},null,{"v":1.9467503570102755,"d":"1.95"},null,{"v":12.40209732649481,"d":"12.40"},null,{"v":6.071254511663042,"d":"6.07"},null,{"v":2.8033093424900155,"d":"2.80"}]
[3,null,{"v":227.6133417131866,"d":"227.6"},null,{"v":368.98796252670377,"d":"369.0"},null,{"v":478.8234336513171,"d":"478.8"},null,{"v":630.6280442445545,"d":"630.6"},null,{"v":833.5519144319894,"d":"833.6"},null,{"v":1013.4408230851981,"d":"1,013.4"},null,{"v":0.6549435564435565,"d":"65.5%"},null,{"v":0.7337967537050105,"d":"73.4%"},null,{"v":0.8043858974358975,"d":"80.4%"},null,{"v":2.9806798118909743,"d":"2.98"},null,{"v":0.7791554178157143,"d":"0.78"},null,{"v":0.2245794224335153,"d":"0.22"},null,{"v":5.322587980507773,"d":"5.32"},null,{"v":1.3913347033322594,"d":"1.39"},null,{"v":0.4010305735441167,"d":"0.40"},null,{"v":7.664496147773792,"d":"7.66"},null,{"v":2.0035139888488045,"d":"2.00"},null,{"v":0.577481724552943,"d":"0.58"}]
[4,null,{"v":368.98796252670377,"d":"369.0"},null,{"v":449.9686978950348,"d":"450.0"},null,{"v":630.6280442445545,"d":"630.6"},null,{"v":720.93313760812,"d":"720.9"},null,{"v":1013.4408230851981,"d":"1,013.4"},null,{"v":1067.6469132672219,"d":"1,067.6"},null,{"v":0.6549435564435565,"d":"65.5%"},null,{"v":0.7337967537050105,"d":"73.4%"},null,{"v":0.8083858974358975,"d":"80.8%"},null,{"v":1.8420601237486223,"d":"1.84"},null,{"v":0.25712128787918576,"d":"0.26"},null,{"v":0.04626336102130415,"d":"0.05"},null,{"v":3.289359371953804,"d":"3.29"},null,{"v":0.4591404520996457,"d":"0.46"},null,{"v":0.08261229815008803,"d":"0.08"},null,{"v":4.736658619324204,"d":"4.74"},null,{"v":0.6611596163201057,"d":"0.66"},null,{"v":0.11896123525790625,"d":"0.12"}]
[5,null,{"v":449.9686978950348,"d":"450.0"},null,{"v":508.3776263639005,"d":"508.4"},null,{"v":720.93313760812,"d":"720.9"},null,{"v":803.659197593714,"d":"803.7"},null,{"v":1067.6469132672219,"d":"1,067.6"},null,{"v":1142.7235150689078,"d":"1,142.7"},null,{"v":0.6549435564435565,"d":"65.5%"},null,{"v":0.74,"d":"74.0%"},null,{"v":0.9668,"d":"96.7%"},null,{"v":1.1383931564766487,"d":"1.14"},null,{"v":0.08485002500013132,"d":"0.08"},null,{"v":0.009530252370388652,"d":"0.01"},null,{"v":2.0328240918674507,"d":"2.03"},null,{"v":0.15151634919288312,"d":"0.15"},null,{"v":0.01701813341891813,"d":"0.02"},null,{"v":2.927255026742358,"d":"2.93"},null,{"v":0.2181826733856349,"d":"0.22"},null,{"v":0.024506014463128684,"d":"0.02"}]
[6,null,{"v":508.3776263639005,"d":"508.4"},null,{"v":579.0293598633432,"d":"579.0"},null,{"v":803.659197593714,"d":"803.7"},null,{"v":900.5072610916577,"d":"900.5"},null,{"v":1142.7235150689078,"d":"1,142.7"},null,{"v":1369.5036131982474,"d":"1,369.5"},null,{"v":0.6549435564435565,"d":"65.5%"},null,{"v":0.7541551007606054,"d":"75.4%"},null,{"v":0.9668,"d":"96.7%"},null,{"v":0.7035269707025689,"d":"0.70"},null,{"v":0.02800050825004334,"d":"0.03"},null,{"v":1.9632319883000618E-3,"d":"0.00"},null,{"v":1.2562852887740845,"d":"1.26"},null,{"v":0.05000039523365144,"d":"0.05"},null,{"v":3.5057354842971344E-3,"d":"0.00"},null,{"v":1.8090436065267772,"d":"1.81"},null,{"v":0.07200028221725953,"d":"0.07"},null,{"v":5.048238979404508E-3,"d":"0.01"}]
[7,null,{"v":579.0293598633432,"d":"579.0"},null,{"v":649.6810933627859,"d":"649.7"},null,{"v":900.5072610916577,"d":"900.5"},null,{"v":963.8372128403169,"d":"963.8"},null,{"v":1369.5036131982474,"d":"1,369.5"},null,{"v":1596.283711327587,"d":"1,596.3"},null,{"v":0.6549435564435565,"d":"65.5%"},null,{"v":0.7541551007606054,"d":"75.4%"},null,{"v":0.9668,"d":"96.7%"},null,{"v":0.4347796678941876,"d":"0.43"},null,{"v":0.009240167722514304,"d":"0.01"},null,{"v":4.0442578958981267E-4,"d":"0.00"},null,{"v":0.7763843084623842,"d":"0.78"},null,{"v":0.016500130427104978,"d":"0.02"},null,{"v":7.2218150976520955E-4,"d":"0.00"},null,{"v":1.1179889488335484,"d":"1.12"},null,{"v":0.02376009313169565,"d":"0.02"},null,{"v":1.0399372297573285E-3,"d":"0.00"}]
[]
[{"$nulls":18},"∑(number ha-1)",null,{"v":32.35537134897361,"d":"32.36"},null,{"v":30.86647898299179,"d":"30.87"},null,{"v":32.3553713489736,"d":"32.36"},null,{"v":57.77685679618771,"d":"57.78"},null,{"v":55.1181476722037,"d":"55.12"},null,{"v":57.77685679618771,"d":"57.78"},null,{"v":83.19834222873901,"d":"83.20"},null,{"v":79.36981635226495,"d":"79.37"},null,{"v":83.198342228739,"d":"83.20"}]
[]
[]
[]
[]
[]
[]
["To evaluate growth in mm instead of g, enter the average relative weight for your population in the yellow box below then use the below table.  Note, relative weight = 92 is about average for most species"]
[]
[]
[null,null,"Avg relative weight",null,92]
[]
[]
[null,null,"Annual growth increment (mm)"]
[null,null,"Low (1)",{"$nulls":3},"Medium (2)",{"$nulls":3},"High (3)"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End"]
[]
[0,null,"-",null,"-",null,"-",null,"-",null,"-",null,"-"]
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[2,null,{"$f":"10^((LOG10(C12*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":186.26339282495388,"d":"186.3"}},null,{"$f":"10^((LOG10(E12*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":238.84672634442256,"d":"238.8"}},null,{"$f":"10^((LOG10(G12*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":253.5549041824204,"d":"253.6"}},null,{"$f":"10^((LOG10(I12*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":304.05219395940975,"d":"304.1"}},null,{"$f":"10^((LOG10(K12*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":309.0625411128697,"d":"309.1"}},null,{"$f":"10^((LOG10(M12*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":363.99105493845013,"d":"364.0"}}]
[3,null,{"$f":"10^((LOG10(C13*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":238.84672634442256,"d":"238.8"}},null,{"$f":"10^((LOG10(E13*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":279.3950892374309,"d":"279.4"}},null,{"$f":"10^((LOG10(G13*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":304.05219395940975,"d":"304.1"}},null,{"$f":"10^((LOG10(I13*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":332.4803782307125,"d":"332.5"}},null,{"$f":"10^((LOG10(K13*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":363.99105493845013,"d":"364.0"}},null,{"$f":"10^((LOG10(M13*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":387.82480243645176,"d":"387.8"}}]
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["Striper & Hybrid Bass"]
["Litterature values associated with low (1), medium (2), and high (3) parameter values in Evans et al 2014 predator-prey calculation tables.  For growth, pick the column under annular growth increment that most closely matches the size structure (mean weight at age) of your population at the beginning or ending of the year.  Sizes are given as weight (g) because this is the relevant metric for the bioenergetic equations.  To see an aproximate size in length, look at the table below the main table (assumes relative weight you specify in the yellow cell).  Mortality and population size are naturally coupled.  As such, pick the mortality of the three given that is most similar to your population's mortality (this will define the 1, 2, or 3 for mortality), then select the column with that mortality rate that has the total population size most similar to your populations size (look at the bottom of the table for the size with all age classes summed together).  This will define the 1, 2, or 3 for initial population size."]
[]
[]
[{"$nulls":14},"Gizzard shad consumed (percent by weight)",{"$nulls":5},"Initial population size (number ha-1)"]
[null,null,"Annual growth increment (g)",{"$nulls":17},"Low",{"$nulls":5},"Medium",{"$nulls":5},"High"]
[null,null,"Low",{"$nulls":3},"Medium",{"$nulls":3},"High",{"$nulls":9},"A 43.2%",null,"A 54.7%",null,"A 61.3%",null,"A 43.2%",null,"A 54.7%",null,"A 61.3%",null,"A 43.2%",null,"A 54.7%",null,"A 61.3%"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End",null,"Low",null,"Medium",null,"High"]
[]
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[1,null,{"v":53.75380315282394,"d":"53.8"},null,{"v":335.6780832473693,"d":"335.7"},null,{"v":202.05242219892776,"d":"202.1"},null,{"v":853.0080712963639,"d":"853.0"},null,{"v":375.16473031517626,"d":"375.2"},null,{"v":1244.2501988151967,"d":"1,244.3"},null,{"v":0.4447434917399244,"d":"44.5%"},null,{"v":0.69,"d":"69.0%"},null,{"v":0.9367042313416968,"d":"93.7%"},null,{"v":1.3688403400622629,"d":"1.37"},null,{"v":1.3282253273152302,"d":"1.33"},null,{"v":1.3102841926145656,"d":"1.31"},null,{"v":5.237913426787542,"d":"5.24"},null,{"v":5.082498027701598,"d":"5.08"},null,{"v":5.013845496075472,"d":"5.01"},null,{"v":9.106985604140856,"d":"9.11"},null,{"v":8.836770726891498,"d":"8.84"},null,{"v":8.717407670007303,"d":"8.72"}]
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[7,null,{"v":2678.237281293502,"d":"2,678.2"},null,{"v":2863.297997414414,"d":"2,863.3"},null,{"v":5307.543237452857,"d":"5,307.5"},null,{"v":6539.76073465244,"d":"6,539.8"},null,{"v":10023.033761548491,"d":"10,023.0"},null,{"v":13262.761024078638,"d":"13,262.8"},null,{"v":0.6455319148936169,"d":"64.6%"},null,{"v":0.7742925236945291,"d":"77.4%"},null,{"v":0.9152042313416968,"d":"91.5%"},null,{"v":0.045902183389640416,"d":"0.05"},null,{"v":0.005671662624503145,"d":"0.01"},null,{"v":4.436042953878552E-3,"d":"0.00"},null,{"v":0.17564624277841298,"d":"0.18"},null,{"v":0.02170280411765158,"d":"0.02"},null,{"v":0.016974664053849217,"d":"0.02"},null,{"v":0.3053902716726439,"d":"0.31"},null,{"v":0.037733945605690974,"d":"0.04"},null,{"v":0.02951328810084957,"d":"0.03"}]
[]
[{"$nulls":18},"∑(number ha-1)",null,{"v":5.5178115835777115,"d":"5.52"},null,{"v":5.24534672311853,"d":"5.25"},null,{"v":5.517811583577712,"d":"5.52"},null,{"v":21.114090909090905,"d":"21.11"},null,{"v":20.07149383450437,"d":"20.07"},null,{"v":21.11408724340176,"d":"21.11"},null,{"v":36.710366568914964,"d":"36.71"},null,{"v":34.897638934175994,"d":"34.90"},null,{"v":36.710366568914964,"d":"36.71"}]
[]
[]
[]
[]
[]
[]
["To evaluate growth in mm instead of g, enter the average relative weight for your population in the yellow box below then use the below table.  Note, relative weight = 92 is about average for most species"]
[]
[{"$nulls":16},"Palmetto Bass"]
[null,null,"Avg relative weight",null,92]
["Striped bass",{"$nulls":15},"Hybrid striped bass (Palmetto bass)"]
[]
[null,null,"Annual growth increment (mm)",{"$nulls":15},"Annual growth increment (mm)"]
[null,null,"Low (1)",{"$nulls":3},"Medium (2)",{"$nulls":3},"High (3)",{"$nulls":7},"Low (1)",{"$nulls":3},"Medium (2)",{"$nulls":3},"High (3)"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End",{"$nulls":3},"Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End"]
[]
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[7,null,{"$f":"10^((LOG10(C17*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":582.6748836796636,"d":"582.7"}},null,{"$f":"10^((LOG10(E17*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":595.7667768526335,"d":"595.8"}},null,{"$f":"10^((LOG10(G17*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":731.4937692778846,"d":"731.5"}},null,{"$f":"10^((LOG10(I17*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":784.0848245854439,"d":"784.1"}},null,{"$f":"10^((LOG10(K17*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":903.7152267484709,"d":"903.7"}},null,{"$f":"10^((LOG10(M17*($E$29/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":991.9325282987087,"d":"991.9"}},{"$nulls":3},7,null,{"$f":"10^((LOG10(C17*($E$29/100))-VLOOKUP(\"Palmetto Bass\",'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP(\"Palmetto Bass\",'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":546.2360226849369,"d":"546.2"}},null,{"$f":"10^((LOG10(E17*($E$29/100))-VLOOKUP(\"Palmetto Bass\",'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP(\"Palmetto Bass\",'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":557.9875677436548,"d":"558.0"}},null,{"$f":"10^((LOG10(G17*($E$29/100))-VLOOKUP(\"Palmetto Bass\",'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP(\"Palmetto Bass\",'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":679.2202576191149,"d":"679.2"}},null,{"$f":"10^((LOG10(I17*($E$29/100))-VLOOKUP(\"Palmetto Bass\",'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP(\"Palmetto Bass\",'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":725.9305770090152,"d":"725.9"}},null,{"$f":"10^((LOG10(K17*($E$29/100))-VLOOKUP(\"Palmetto Bass\",'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP(\"Palmetto Bass\",'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":831.7070432443608,"d":"831.7"}},null,{"$f":"10^((LOG10(M17*($E$29/100))-VLOOKUP(\"Palmetto Bass\",'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP(\"Palmetto Bass\",'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":909.3266132770426,"d":"909.3"}}]

{"sheet":"ST5 WHC","index":6,"n_rows":42,"n_cols":37,"rows_kept":42,"merged":[[1,0,1,36],[3,14,5,18],[3,20,3,36],[4,2,4,12],[4,20,4,24],[4,26,4,30],[4,32,4,36],[5,2,5,4],[5,6,5,8],[5,10,5,12],[5,20,6,20],[5,22,6,22],[5,24,6,24],[5,26,6,26],[5,28,6,28],[5,30,6,30],[5,32,6,32],[5,34,6,34],[5,36,6,36],[24,0,25,20],[30,2,30,12],[31,2,31,4],[31,6,31,8],[31,10,31,12]]}
["White Crappie"]
["Litterature values associated with low (1), medium (2), and high (3) parameter values in Evans et al 2014 predator-prey calculation tables.  For growth, pick the column under annular growth increment that most closely matches the size structure (mean weight at age) of your population at the beginning or ending of the year.  Sizes are given as weight (g) because this is the relevant metric for the bioenergetic equations.  To see an aproximate size in length, look at the table below the main table (assumes relative weight you specify in the yellow cell).  Mortality and population size are naturally coupled.  As such, pick the mortality of the three given that is most similar to your population's mortality (this will define the 1, 2, or 3 for mortality), then select the column with that mortality rate that has the total population size most similar to your populations size (look at the bottom of the table for the size with all age classes summed together).  This will define the 1, 2, or 3 for initial population size."]
[]
[{"$nulls":14},"Gizzard shad consumed (percent by weight)",{"$nulls":5},"Initial population size (number ha-1)"]
[null,null,"Annual growth increment (g)",{"$nulls":17},"Low (1)",{"$nulls":5},"Medium (2)",{"$nulls":5},"High (3)"]
[null,null,"Low (1)",{"$nulls":3},"Medium (2)",{"$nulls":3},"High (3)",{"$nulls":9},"Low A 34.9%",null,"Med A 69.0%",null,"A 89.1%",null,"A 34.9%",null,"A 69.0%",null,"A 89.1%",null,"A   34.9%",null,"A   69.0%",null,"A   89.1%"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End",null,"Low (1)",null,"Medium (2)",null,"High (3)"]
[]
[0,null,"-",null,"-",null,"-",null,"-",null,"-",null,"-",null,"-",null,"-",null,"-",null,{"v":55.924022438720804,"d":"55.92"},null,{"v":107.58386384918286,"d":"107.58"},null,{"v":138.0501082607728,"d":"138.05"},null,{"v":238.81688149454365,"d":"238.82"},null,{"v":459.424085450015,"d":"459.42"},null,{"v":589.526556005557,"d":"589.53"},null,{"v":638.9252848065845,"d":"638.93"},null,{"v":1229.1328100683793,"d":"1,229.13"},null,{"v":1577.206018015528,"d":"1,577.21"}]
[1,null,{"v":15.130243147287162,"d":"15.1"},null,{"v":23.440845506984537,"d":"23.4"},null,{"v":23.20924161302688,"d":"23.2"},null,{"v":54.02244430368993,"d":"54.0"},null,{"v":87.1283831510769,"d":"87.1"},null,{"v":140.31437771818293,"d":"140.3"},null,{"v":0.085025,"d":"8.5%"},null,{"v":0.17005,"d":"17.0%"},null,{"v":0.3401,"d":"34.0%"},null,{"v":36.38696519975369,"d":"36.39"},null,{"v":26.587573625039923,"d":"26.59"},null,{"v":15.047461800424232,"d":"15.05"},null,{"v":155.3862039444248,"d":"155.39"},null,{"v":113.53906861777881,"d":"113.54"},null,{"v":64.25839460460571,"d":"64.26"},null,{"v":415.7167365594042,"d":"415.72"},null,{"v":303.75985685795024,"d":"303.76"},null,{"v":171.91545596369252,"d":"171.92"}]
[2,null,{"v":23.440845506984537,"d":"23.4"},null,{"v":44.79829484133372,"d":"44.8"},null,{"v":54.02244430368993,"d":"54.0"},null,{"v":140.53842432953851,"d":"140.5"},null,{"v":140.31437771818293,"d":"140.3"},null,{"v":296.6082053435629,"d":"296.6"},null,{"v":0.333333333333333,"d":"33.3%"},null,{"v":0.6731358529111338,"d":"67.3%"},null,{"v":0.7293,"d":"72.9%"},null,{"v":23.675178907219735,"d":"23.68"},null,{"v":5.849266197508783,"d":"5.85"},null,{"v":1.640173336246241,"d":"1.64"},null,{"v":101.10203359644,"d":"101.10"},null,{"v":24.978595095911334,"d":"24.98"},null,{"v":7.004165011902022,"d":"7.00"},null,{"v":270.4860946423764,"d":"270.49"},null,{"v":66.82716850874904,"d":"66.83"},null,{"v":18.73878470004248,"d":"18.74"}]
[3,null,{"v":44.79829484133372,"d":"44.8"},null,{"v":91.5058395614512,"d":"91.5"},null,{"v":140.53842432953851,"d":"140.5"},null,{"v":260.3075955250166,"d":"260.3"},null,{"v":296.6082053435629,"d":"296.6"},null,{"v":464.547485547023,"d":"464.5"},null,{"v":0.333333333333333,"d":"33.3%"},null,{"v":0.5785897287481556,"d":"57.9%"},null,{"v":0.7293,"d":"72.9%"},null,{"v":15.404255155982518,"d":"15.40"},null,{"v":1.2868385634519321,"d":"1.29"},null,{"v":0.17877889365084024,"d":"0.18"},null,{"v":65.78203815952368,"d":"65.78"},null,{"v":5.4952909211004926,"d":"5.50"},null,{"v":0.7634539862973202,"d":"0.76"},null,{"v":175.99177747906216,"d":"175.99"},null,{"v":14.701977071924787,"d":"14.70"},null,{"v":2.0425275323046304,"d":"2.04"}]
[4,null,{"v":91.5058395614512,"d":"91.5"},null,{"v":145.1329231558958,"d":"145.1"},null,{"v":260.3075955250166,"d":"260.3"},null,{"v":363.7861721326064,"d":"363.8"},null,{"v":464.547485547023,"d":"464.5"},null,{"v":637.3021692609199,"d":"637.3"},null,{"v":0.333333333333333,"d":"33.3%"},null,{"v":0.5785897287481556,"d":"57.9%"},null,{"v":0.7293,"d":"72.9%"},null,{"v":10.022778617240025,"d":"10.02"},null,{"v":0.28310448395942506,"d":"0.28"},null,{"v":0.019486899407941585,"d":"0.02"},null,{"v":42.80108312849408,"d":"42.80"},null,{"v":1.2089640026421082,"d":"1.21"},null,{"v":0.0832164845064079,"d":"0.08"},null,{"v":114.50905001675179,"d":"114.51"},null,{"v":3.2344349558234526,"d":"3.23"},null,{"v":0.2226355010212047,"d":"0.22"}]
[5,null,{"v":145.1329231558958,"d":"145.1"},null,{"v":223.20794941295213,"d":"223.2"},null,{"v":363.7861721326064,"d":"363.8"},null,{"v":424.3264582572475,"d":"424.3"},null,{"v":637.3021692609199,"d":"637.3"},null,{"v":763.5361971181973,"d":"763.5"},null,{"v":0.333333333333333,"d":"33.3%"},null,{"v":0.5785897287481556,"d":"57.9%"},null,{"v":0.7293,"d":"72.9%"},null,{"v":6.5213209073072225,"d":"6.52"},null,{"v":0.062282986471073505,"d":"0.06"},null,{"v":2.1240720354656325E-3,"d":"0.00"},null,{"v":27.84852473755467,"d":"27.85"},null,{"v":0.26597208058126376,"d":"0.27"},null,{"v":0.00907059681119846,"d":"0.01"},null,{"v":74.50531339339955,"d":"74.51"},null,{"v":0.7115756902811595,"d":"0.71"},null,{"v":0.024267269611311308,"d":"0.02"}]
[6,null,{"v":223.20794941295213,"d":"223.2"},null,{"v":300.69229752290136,"d":"300.7"},null,{"v":424.3264582572475,"d":"424.3"},null,{"v":522.6023956398024,"d":"522.6"},null,{"v":763.5361971181973,"d":"763.5"},null,{"v":864.6226334892214,"d":"864.6"},null,{"v":0.333333333333333,"d":"33.3%"},null,{"v":0.5785897287481556,"d":"57.9%"},null,{"v":0.7293,"d":"72.9%"},null,{"v":4.2430974483394435,"d":"4.24"},null,{"v":0.01370225702363617,"d":"0.01"},null,{"v":2.3152385186575391E-4,"d":"0.00"},null,{"v":18.119642620489945,"d":"18.12"},null,{"v":0.05851385772787802,"d":"0.06"},null,{"v":9.8869505242063179E-4,"d":"0.00"},null,{"v":48.47688215941542,"d":"48.48"},null,{"v":0.15654665186185507,"d":"0.16"},null,{"v":2.645132387632932E-3,"d":"0.00"}]
[7,null,{"v":300.69229752290136,"d":"300.7"},null,{"v":378.1766456328506,"d":"378.2"},null,{"v":522.6023956398024,"d":"522.6"},null,{"v":620.6772770650006,"d":"620.7"},null,{"v":864.6226334892214,"d":"864.6"},null,{"v":965.7090698602454,"d":"965.7"},null,{"v":0.333333333333333,"d":"33.3%"},null,{"v":0.5785897287481556,"d":"57.9%"},null,{"v":0.7293,"d":"72.9%"},null,{"v":2.760771354762059,"d":"2.76"},null,{"v":3.014496545199957E-3,"d":"0.00"},null,{"v":2.5236099853367173E-5,"d":"0.00"},null,{"v":11.78954547102178,"d":"11.79"},null,{"v":0.012873048700133163,"d":"0.01"},null,{"v":1.0776776071384887E-4,"d":"0.00"},null,{"v":31.541483377023635,"d":"31.54"},null,{"v":0.03444026340960811,"d":"0.03"},null,{"v":2.8831943025198957E-4,"d":"0.00"}]
[]
[{"$nulls":18},"∑(number ha-1)",null,{"v":154.93839002932552,"d":"154.94"},null,{"v":141.66964645918281,"d":"141.67"},null,{"v":154.93839002248922,"d":"154.94"},null,{"v":661.6459531524926,"d":"661.65"},null,{"v":604.9833630744571,"d":"604.98"},null,{"v":661.6459531524928,"d":"661.65"},null,{"v":1770.152622434018,"d":"1,770.15"},null,{"v":1618.5588100683794,"d":"1,618.56"},null,{"v":1770.1526224340178,"d":"1,770.15"}]
[]
[]
[]
[]
[]
[]
["To evaluate growth in mm instead of g, enter the average relative weight for your population in the yellow box below then use the below table.  Note, relative weight = 92 is about average for most species"]
[]
[]
[null,null,"Avg relative weight",null,92]
[]
[]
[null,null,"Annual growth increment (mm)"]
[null,null,"Low (1)",{"$nulls":3},"Medium (2)",{"$nulls":3},"High (3)"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End"]
[]
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["Flathead Catfish"]
["Litterature values associated with low (1), medium (2), and high (3) parameter values in Evans et al 2014 predator-prey calculation tables.  For growth, pick the column under annular growth increment that most closely matches the size structure (mean weight at age) of your population at the beginning or ending of the year.  Sizes are given as weight (g) because this is the relevant metric for the bioenergetic equations.  To see an aproximate size in length, look at the table below the main table (assumes relative weight you specify in the yellow cell).  Mortality and population size are naturally coupled.  As such, pick the mortality of the three given that is most similar to your population's mortality (this will define the 1, 2, or 3 for mortality), then select the column with that mortality rate that has the total population size most similar to your populations size (look at the bottom of the table for the size with all age classes summed together).  This will define the 1, 2, or 3 for initial population size."]
[]
[]
[{"$nulls":14},"Gizzard shad consumed (percent by weight)",{"$nulls":5},"Initial population size (number ha-1)"]
[null,null,"Annual growth increment (g)",{"$nulls":17},"Low",{"$nulls":5},"Medium",{"$nulls":5},"High"]
[null,null,"Low",{"$nulls":3},"Medium",{"$nulls":3},"High",{"$nulls":9},"A 10.7%",null,"A 26.3%",null,"A 43.6%",null,"A 10.7%",null,"A 26.3%",null,"A 43.6%",null,"A 10.7%",null,"A 26.3%",null,"A 43.6%"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End",null,"Low",null,"Medium",null,"High"]
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[9,null,{"v":4320.785110364464,"d":"4,320.8"},null,{"v":4787.118065589441,"d":"4,787.1"},null,{"v":7474.3600571077795,"d":"7,474.4"},null,{"v":8621.186000989805,"d":"8,621.2"},null,{"v":13609.703797977158,"d":"13,609.7"},null,{"v":15601.08763656776,"d":"15,601.1"},null,{"v":0.5025080159347065,"d":"50.3%"},null,{"v":0.6899133808629371,"d":"69.0%"},null,{"v":0.9525252204136996,"d":"95.3%"},null,{"v":0.016843253250991185,"d":"0.02"},null,{"v":0.007188735765401304,"d":"0.01"},null,{"v":8.7265946773167774E-4,"d":"0.00"},null,{"v":0.08895699276379454,"d":"0.09"},null,{"v":0.03796706880094612,"d":"0.04"},null,{"v":4.6089173391544915E-3,"d":"0.00"},null,{"v":0.16430780180418897,"d":"0.16"},null,{"v":0.07012698781795526,"d":"0.07"},null,{"v":0.008512889804003122,"d":"0.01"}]
[10,null,{"v":4787.118065589441,"d":"4,787.1"},null,{"v":5118.379550835644,"d":"5,118.4"},null,{"v":8621.186000989805,"d":"8,621.2"},null,{"v":10967.139830393506,"d":"10,967.1"},null,{"v":15601.08763656776,"d":"15,601.1"},null,{"v":16962.287645295186,"d":"16,962.3"},null,{"v":0.5025080159347065,"d":"50.3%"},null,{"v":0.6899133808629371,"d":"69.0%"},null,{"v":0.9525252204136996,"d":"95.3%"},null,{"v":0.015041025153135127,"d":"0.02"},null,{"v":5.463439181704991E-3,"d":"0.01"},null,{"v":4.9217993980066625E-4,"d":"0.00"},null,{"v":0.07943859453806852,"d":"0.08"},null,{"v":0.02885497228871905,"d":"0.03"},null,{"v":2.599429379283133E-3,"d":"0.00"},null,{"v":0.14672686701114077,"d":"0.15"},null,{"v":0.053296510741646,"d":"0.05"},null,{"v":0.004801269849457761,"d":"0.00"}]
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[12,null,{"v":6394.01427136873,"d":"6,394.0"},null,{"v":7669.648991901816,"d":"7,669.6"},null,{"v":12699.916119715086,"d":"12,699.9"},null,{"v":11809.003838481476,"d":"11,809.0"},null,{"v":17664.438953143694,"d":"17,664.4"},null,{"v":18366.5902609922,"d":"18,366.6"},null,{"v":0.5025080159347065,"d":"50.3%"},null,{"v":0.6899133808629371,"d":"69.0%"},null,{"v":0.9525252204136996,"d":"95.3%"},null,{"v":0.011994450467342455,"d":"0.01"},null,{"v":3.1556824713528026E-3,"d":"0.00"},null,{"v":1.5656047013083271E-4,"d":"0.00"},null,{"v":0.0633482277757882,"d":"0.06"},null,{"v":0.016666631993964124,"d":"0.02"},null,{"v":8.2686808783244729E-4,"d":"0.00"},null,{"v":0.1170071933711672,"d":"0.12"},null,{"v":0.030784064604374727,"d":"0.03"},null,{"v":1.5272647340331157E-3,"d":"0.00"}]
[13,null,{"v":7669.648991901816,"d":"7,669.6"},null,{"v":8945.283712434903,"d":"8,945.3"},null,{"v":11809.003838481476,"d":"11,809.0"},null,{"v":13633.314616860307,"d":"13,633.3"},null,{"v":18366.5902609922,"d":"18,366.6"},null,{"v":19068.74156884071,"d":"19,068.7"},null,{"v":0.5025080159347065,"d":"50.3%"},null,{"v":0.6899133808629371,"d":"69.0%"},null,{"v":0.9525252204136996,"d":"95.3%"},null,{"v":0.010711044267336812,"d":"0.01"},null,{"v":0.00239831867822813,"d":"0.00"},null,{"v":8.8300105153789639E-5,"d":"0.00"},null,{"v":0.05656996740377887,"d":"0.06"},null,{"v":0.012666640315412734,"d":"0.01"},null,{"v":4.6635360153750018E-4,"d":"0.00"},null,{"v":0.1044874236804523,"d":"0.10"},null,{"v":0.023395889099324794,"d":"0.02"},null,{"v":8.6137730999467715E-4,"d":"0.00"}]
[]
[{"$nulls":18},"∑(number ha-1)",null,{"v":0.3464999999999999,"d":"0.35"},null,{"v":0.35377240255974607,"d":"0.35"},null,{"v":0.3465000000000004,"d":"0.35"},null,{"v":1.8300263929618774,"d":"1.83"},null,{"v":1.868436688063284,"d":"1.87"},null,{"v":1.830026392961876,"d":"1.83"},null,{"v":3.3801458944281517,"d":"3.38"},null,{"v":3.4510916744621687,"d":"3.45"},null,{"v":3.38014589442815,"d":"3.38"}]
[]
[]
[]
[]
[]
[]
["To evaluate growth in mm instead of g, enter the average relative weight for your population in the yellow box below then use the below table.  Note, relative weight = 92 is about average for most species"]
[]
[]
[null,null,"Avg relative weight",null,92]
[]
[]
[null,null,"Annual growth increment (mm)"]
[null,null,"Low (1)",{"$nulls":3},"Medium (2)",{"$nulls":3},"High (3)"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End"]
[]
[0,null,"-",null,"-",null,"-",null,"-",null,"-",null,"-"]
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[2,null,{"$f":"10^((LOG10(C12*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":173.18147165053583,"d":"173.2"}},null,{"$f":"10^((LOG10(E12*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":212.5842589419866,"d":"212.6"}},null,{"$f":"10^((LOG10(G12*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":237.68913709440716,"d":"237.7"}},null,{"$f":"10^((LOG10(I12*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":334.4554801860163,"d":"334.5"}},null,{"$f":"10^((LOG10(K12*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":342.6422875265353,"d":"342.6"}},null,{"$f":"10^((LOG10(M12*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":463.48292007382605,"d":"463.5"}}]
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[6,null,{"$f":"10^((LOG10(C16*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":474.05047349234735,"d":"474.1"}},null,{"$f":"10^((LOG10(E16*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":535.5569209408394,"d":"535.6"}},null,{"$f":"10^((LOG10(G16*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":631.8517808459413,"d":"631.9"}},null,{"$f":"10^((LOG10(I16*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":690.3947712676297,"d":"690.4"}},null,{"$f":"10^((LOG10(K16*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":774.1840060942053,"d":"774.2"}},null,{"$f":"10^((LOG10(M16*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":868.332000188925,"d":"868.3"}}]
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["Blue Catfish"]
["Litterature values associated with low (1), medium (2), and high (3) parameter values in Evans et al 2014 predator-prey calculation tables.  For growth, pick the column under annular growth increment that most closely matches the size structure (mean weight at age) of your population at the beginning or ending of the year.  Sizes are given as weight (g) because this is the relevant metric for the bioenergetic equations.  To see an aproximate size in length, look at the table below the main table (assumes relative weight you specify in the yellow cell).  Mortality and population size are naturally coupled.  As such, pick the mortality of the three given that is most similar to your population's mortality (this will define the 1, 2, or 3 for mortality), then select the column with that mortality rate that has the total population size most similar to your populations size (look at the bottom of the table for the size with all age classes summed together).  This will define the 1, 2, or 3 for initial population size."]
[]
[]
[{"$nulls":14},"Gizzard shad consumed (percent by weight)",{"$nulls":5},"Initial population size (number ha-1)"]
[null,null,"Annual growth increment (g)",{"$nulls":17},"Low",{"$nulls":5},"Medium",{"$nulls":5},"High"]
[null,null,"Low",{"$nulls":3},"Medium",{"$nulls":3},"High",{"$nulls":9},"A 15.4%",null,"A 31.3%",null,"A 49.5%",null,"A 15.4%",null,"A 31.3%",null,"A 49.5%",null,"A 15.4%",null,"A 31.3%",null,"A 49.5%"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End",null,"Low",null,"Medium",null,"High"]
[]
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[9,null,{"v":667.670416266646,"d":"667.7"},null,{"v":824.0574453209263,"d":"824.1"},null,{"v":2029.0214055768506,"d":"2,029.0"},null,{"v":2064.678772918057,"d":"2,064.7"},null,{"v":8215.765884074855,"d":"8,215.8"},null,{"v":10224.582523710153,"d":"10,224.6"},null,{"v":0.22017517366354575,"d":"22.0%"},null,{"v":0.9100266519621357,"d":"91.0%"},null,{"v":0.9791666666666667,"d":"97.9%"},null,{"v":0.3925525905002952,"d":"0.39"},null,{"v":0.1427577882722759,"d":"0.14"},null,{"v":0.011305694943703462,"d":"0.01"},null,{"v":0.5234533019483931,"d":"0.52"},null,{"v":0.1903618456694816,"d":"0.19"},null,{"v":0.015075695568740312,"d":"0.02"},null,{"v":0.6543041654484916,"d":"0.65"},null,{"v":0.23794777509357382,"d":"0.24"},null,{"v":0.018844260549974803,"d":"0.02"}]
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[12,null,{"v":1136.8315034294867,"d":"1,136.8"},null,{"v":1293.218532483767,"d":"1,293.2"},null,{"v":4250.955729326745,"d":"4,251.0"},null,{"v":5917.313057233381,"d":"5,917.3"},null,{"v":14242.215802980747,"d":"14,242.2"},null,{"v":16251.032442616044,"d":"16,251.0"},null,{"v":0.22017517366354575,"d":"22.0%"},null,{"v":0.9100266519621357,"d":"91.0%"},null,{"v":0.9791666666666667,"d":"97.9%"},null,{"v":0.2376889197036828,"d":"0.24"},null,{"v":0.05109458275831853,"d":"0.05"},null,{"v":1.4560336007740776E-3,"d":"0.00"},null,{"v":0.3169487423248725,"d":"0.32"},null,{"v":0.06813259854540982,"d":"0.07"},null,{"v":1.9415630275210895E-3,"d":"0.00"},null,{"v":0.3961783822261001,"d":"0.40"},null,{"v":0.08516412613151608,"d":"0.09"},null,{"v":0.002426907561112449,"d":"0.00"}]
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[15,null,{"v":1605.9925905923274,"d":"1,606.0"},null,{"v":1762.3796196466076,"d":"1,762.4"},null,{"v":5552.533091889655,"d":"5,552.5"},null,{"v":6704.22316979536,"d":"6,704.2"},null,{"v":20268.66572188664,"d":"20,268.7"},null,{"v":22277.482361521936,"d":"22,277.5"},null,{"v":0.22017517366354575,"d":"22.0%"},null,{"v":0.9100266519621357,"d":"91.0%"},null,{"v":0.9791666666666667,"d":"97.9%"},null,{"v":0.14391962737502634,"d":"0.14"},null,{"v":0.018287313209612542,"d":"0.02"},null,{"v":1.8751910936389165E-4,"d":"0.00"},null,{"v":0.19191111200827302,"d":"0.19"},null,{"v":0.02438540647798617,"d":"0.02"},null,{"v":2.5004929110225078E-4,"d":"0.00"},null,{"v":0.23988432113328176,"d":"0.24"},null,{"v":0.030481177547857046,"d":"0.03"},null,{"v":3.1255566089021468E-4,"d":"0.00"}]
[]
[{"$nulls":18},"∑(number ha-1)",null,{"v":10.69207238838495,"d":"10.69"},{"v":0,"d":"0.00"},{"v":10.933266147928384,"d":"10.93"},{"v":0,"d":"0.00"},{"v":10.69207238838495,"d":"10.69"},null,{"v":14.257454241324474,"d":"14.26"},null,{"v":14.579076548494713,"d":"14.58"},null,{"v":14.257454241324478,"d":"14.26"},null,{"v":17.821478370786124,"d":"17.82"},null,{"v":18.223498597804188,"d":"18.22"},null,{"v":17.821478370786135,"d":"17.82"}]
[]
[]
[]
[]
["To evaluate growth in mm instead of g, enter the average relative weight for your population in the yellow box below then use the below table.  Note, relative weight = 92 is about average for most species"]
[]
[]
[null,null,"Avg relative weight",null,92]
[]
[]
[null,null,"Annual growth increment (mm)"]
[null,null,"Low (1)",{"$nulls":3},"Medium (2)",{"$nulls":3},"High (3)"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End"]
[]
[0,null,"-",null,"-",null,"-",null,"-",null,"-",null,"-"]
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[2,null,{"$f":"10^((LOG10(C12*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":171.5907466393086,"d":"171.6"}},null,{"$f":"10^((LOG10(E12*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":226.87794774665764,"d":"226.9"}},null,{"$f":"10^((LOG10(G12*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":212.7158526976013,"d":"212.7"}},null,{"$f":"10^((LOG10(I12*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":274.13313751329866,"d":"274.1"}},null,{"$f":"10^((LOG10(K12*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":261.53387815772845,"d":"261.5"}},null,{"$f":"10^((LOG10(M12*($E$35/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":344.54792803437164,"d":"344.5"}}]
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["Walleye and Saugeye "]
["Litterature values associated with low (1), medium (2), and high (3) parameter values in Evans et al 2014 predator-prey calculation tables.  For growth, pick the column under annular growth increment that most closely matches the size structure (mean weight at age) of your population at the beginning or ending of the year.  Sizes are given as weight (g) because this is the relevant metric for the bioenergetic equations.  To see an aproximate size in length, look at the table below the main table (assumes relative weight you specify in the yellow cell).  Mortality and population size are naturally coupled.  As such, pick the mortality of the three given that is most similar to your population's mortality (this will define the 1, 2, or 3 for mortality), then select the column with that mortality rate that has the total population size most similar to your populations size (look at the bottom of the table for the size with all age classes summed together).  This will define the 1, 2, or 3 for initial population size."]
[]
[]
[{"$nulls":14},"Gizzard shad consumed (percent by weight)",{"$nulls":5},"Initial population size (number ha-1)"]
[null,null,"Annual growth increment (g)",{"$nulls":17},"Low",{"$nulls":5},"Medium",{"$nulls":5},"High"]
[null,null,"Low",{"$nulls":3},"Medium",{"$nulls":3},"High",{"$nulls":9},"A 32.8%",null,"A 50.9%",null,"A 69.7%",null,"A 32.8%",null,"A 50.9%",null,"A 69.7%",null,"A 32.8%",null,"A 50.9%",null,"A 69.7%"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End",null,"Low",null,"Medium",null,"High"]
[]
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[5,null,{"v":562.9278191146598,"d":"562.9"},null,{"v":714.9549960005544,"d":"715.0"},null,{"v":1327.6131314710776,"d":"1,327.6"},null,{"v":1730.4769897568403,"d":"1,730.5"},null,{"v":2326.6146753759717,"d":"2,326.6"},null,{"v":2927.8794412137086,"d":"2,927.9"},null,{"v":0.5765699511195984,"d":"57.7%"},null,{"v":0.8012601254369596,"d":"80.1%"},null,{"v":0.9430000000000001,"d":"94.3%"},null,{"v":1.1606826692668395,"d":"1.16"},null,{"v":0.39857469153457714,"d":"0.40"},null,{"v":0.045386256372251674,"d":"0.05"},null,{"v":5.647676539249962,"d":"5.65"},null,{"v":1.93939393939394,"d":"1.94"},null,{"v":0.220841494497254,"d":"0.22"},null,{"v":12.809965451356735,"d":"12.81"},null,{"v":4.398900892277615,"d":"4.40"},null,{"v":0.5009089835572459,"d":"0.50"}]
[6,null,{"v":714.9549960005544,"d":"715.0"},null,{"v":933.6242194022165,"d":"933.6"},null,{"v":1730.4769897568403,"d":"1,730.5"},null,{"v":2094.035335259825,"d":"2,094.0"},null,{"v":2927.8794412137086,"d":"2,927.9"},null,{"v":3464.6490698581224,"d":"3,464.6"},null,{"v":0.5765699511195984,"d":"57.7%"},null,{"v":0.8012601254369596,"d":"80.1%"},null,{"v":0.9430000000000001,"d":"94.3%"},null,{"v":0.779978753747316,"d":"0.78"},null,{"v":0.19928734576728857,"d":"0.20"},null,{"v":0.013752035680792259,"d":"0.01"},null,{"v":3.7952386343759743,"d":"3.80"},null,{"v":0.96969696969697,"d":"0.97"},null,{"v":0.06691497283266797,"d":"0.07"},null,{"v":8.608296783311724,"d":"8.61"},null,{"v":2.1994504461388074,"d":"2.20"},null,{"v":0.15177542201784552,"d":"0.15"}]
[7,null,{"v":933.6242194022165,"d":"933.6"},null,{"v":1040.728663657891,"d":"1,040.7"},null,{"v":2094.035335259825,"d":"2,094.0"},null,{"v":2263.5029704026983,"d":"2,263.5"},null,{"v":3464.6490698581224,"d":"3,464.6"},null,{"v":4026.6117955167156,"d":"4,026.6"},null,{"v":0.5765699511195984,"d":"57.7%"},null,{"v":0.8012601254369596,"d":"80.1%"},null,{"v":0.9430000000000001,"d":"94.3%"},null,{"v":0.5241457225181964,"d":"0.52"},null,{"v":0.09964367288364429,"d":"0.10"},null,{"v":0.004166866811280055,"d":"0.00"},null,{"v":2.5504003623006546,"d":"2.55"},null,{"v":0.484848484848485,"d":"0.48"},null,{"v":0.0202752367682984,"d":"0.02"},null,{"v":5.784775438385479,"d":"5.78"},null,{"v":1.0997252230694037,"d":"1.10"},null,{"v":0.0459879528714072,"d":"0.05"}]
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[10,null,{"v":1256.6514428772941,"d":"1,256.7"},null,{"v":1362.2738006812974,"d":"1,362.3"},null,{"v":1968.5234382275135,"d":"1,968.5"},null,{"v":1930.50681358653,"d":"1,930.5"},null,{"v":4293.747131414144,"d":"4,293.7"},null,{"v":4376.440308420608,"d":"4,376.4"},null,{"v":0.5765699511195984,"d":"57.7%"},null,{"v":0.8012601254369596,"d":"80.1%"},null,{"v":0.9430000000000001,"d":"94.3%"},null,{"v":0.15905959235554556,"d":"0.16"},null,{"v":0.012455459110455536,"d":"0.01"},null,{"v":1.1591443014827365E-4,"d":"0.00"},null,{"v":0.7739558381245678,"d":"0.77"},null,{"v":0.06060606060606062,"d":"0.06"},null,{"v":5.6401911137559475E-4,"d":"0.00"},null,{"v":1.7554736852136068,"d":"1.76"},null,{"v":0.13746565288367546,"d":"0.14"},null,{"v":1.2792987134468208E-3,"d":"0.00"}]
[]
[{"$nulls":18},"∑(number ha-1)",null,{"v":25.496324802052783,"d":"25.50"},null,{"v":25.71713819973028,"d":"25.72"},null,{"v":25.496324802052772,"d":"25.50"},null,{"v":124.06060608504367,"d":"124.06"},null,{"v":125.13504501033164,"d":"125.14"},null,{"v":124.06060608504416,"d":"124.06"},null,{"v":281.39219142228734,"d":"281.39"},null,{"v":283.82921586228116,"d":"283.83"},null,{"v":281.39219142228745,"d":"281.39"}]
[]
[]
[]
[]
[]
[]
["To evaluate growth in mm instead of g, enter the average relative weight for your population in the yellow box below then use the below table.  Note, relative weight = 92 is about average for most species"]
[]
[]
[null,null,"Avg relative weight",null,92]
[]
[]
[null,null,"Annual growth increment (mm)"]
[null,null,"Low (1)",{"$nulls":3},"Medium (2)",{"$nulls":3},"High (3)"]
["Age",null,"Start",null,"End",null,"Start",null,"End",null,"Start",null,"End"]
[]
[0,null,"-",null,"-",null,"-",null,"-",null,"-",null,"-"]
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[2,null,{"$f":"10^((LOG10(C12*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":219.53001694285146,"d":"219.5"}},null,{"$f":"10^((LOG10(E12*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":283.02134261247926,"d":"283.0"}},null,{"$f":"10^((LOG10(G12*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":294.1681711420979,"d":"294.2"}},null,{"$f":"10^((LOG10(I12*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":380.3503324520897,"d":"380.4"}},null,{"$f":"10^((LOG10(K12*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":382.58994694937115,"d":"382.6"}},null,{"$f":"10^((LOG10(M12*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":464.6395546788417,"d":"464.6"}}]
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[6,null,{"$f":"10^((LOG10(C16*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":403.3241006860365,"d":"403.3"}},null,{"$f":"10^((LOG10(E16*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":437.6621490860134,"d":"437.7"}},null,{"$f":"10^((LOG10(G16*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":528.6821267047294,"d":"528.7"}},null,{"$f":"10^((LOG10(I16*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":560.4699164338134,"d":"560.5"}},null,{"$f":"10^((LOG10(K16*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":621.0454693932063,"d":"621.0"}},null,{"$f":"10^((LOG10(M16*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":653.894030645272,"d":"653.9"}}]
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[8,null,{"$f":"10^((LOG10(C18*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":452.4601400391887,"d":"452.5"}},null,{"$f":"10^((LOG10(E18*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":466.6331020250174,"d":"466.6"}},null,{"$f":"10^((LOG10(G18*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":573.9848876513066,"d":"574.0"}},null,{"$f":"10^((LOG10(I18*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":546.1990775058032,"d":"546.2"}},null,{"$f":"10^((LOG10(K18*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":684.692043748129,"d":"684.7"}},null,{"$f":"10^((LOG10(M18*($E$32/100))-VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,2,FALSE))/VLOOKUP($A$1,'Rel wt'!$A$2:$D$11,4,FALSE))","v":{"v":694.1461162294935,"d":"694.1"}}]
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{"sheet":"Rel wt","index":10,"n_rows":11,"n_cols":5,"rows_kept":11,"hidden":true,"merged":[[0,1,0,2]]}
[null,"Intercept"]
["Species","Metric","English ","slope","Min size"]
["Largemouth Bass",-5.316,-3.49,3.191,150]
["White Crappie",-5.642,-3.618,3.332,100]
["Blue Catfish",-6.067,-3.95,3.4,160]
["Walleye and Saugeye ",-5.692,-3.76,3.266,170]
["Walleye",-5.453,-3.642,3.18,150]
["Striper & Hybrid Bass",-4.924,-3.358,3.007,150]
["Palmetto Bass",-5.201,-3.448,3.139,115]
["White Bass",-5.006,-3.394,3.081,115]
["Flathead Catfish",-5.542,-3.661,3.23,130]