Text

Responds to Questions Contained in Re Amend to Certificate of Compliance 5942.Separation Provided by Placing 0.188 Inch 304 Stainless Steel Plate Between Two Baskets.Drawings & Computer Run Encl
	ML20133G217
Person / Time
Site:	07105942
Issue date:	09/16/1985
From:	Cunningham G; GENERAL ELECTRIC CO.
To:	Macdonald C; NRC OFFICE OF NUCLEAR MATERIAL SAFETY & SAFEGUARDS (NMSS)
References
	25761, NUDOCS 8510150261
	Download: ML20133G217 (71)
	v • d • e

. - -

-s GENER AL $ ELECTRIC RETURN TO 396-SS NUCLEAR ENERGY BUSINESS OPERATIONS GENERAL ELECTRIC COMPANY e VALLECTOS NUCLEAR CENTER

PLEASANTON, CAllFOR '

[

w Septerrber 16, 1985 B

RECEIVED,

.9 SEP 171985 >

Mr. C. E. MacDonald, Chief 5

0.S. NUCLEAR REGULATORf Transportation Certification Branch co]ssa fg Office of Nuclear Material Safety and Safeguards t

uaa sat:cs U.S. Nuclear Regulatory Conmission

/f Washington, D.C.

20555 4

References:

1) Certificate of Compliance No. 59_42, Docket 71-5942.

2) Application for Anendnent; June 5,1985.

3) Appilcation for Anendment; August' 7,1985.

4) Letter, C. E. MacDonald.to G. E.-Cunningham; September 4, 1985.

.w

Dear Mr. MacDonald:

This letter is in response to the questions contained in your letter of Septenber 4,1985 (Ref. 4).

Separation will be provided by placing a.0.188-inch-thick 304 stainless steel plate between the two baskets. Holes are provided in the plate to facilitate draining after underwater cask.. loading'. 'The plate is shown on Drawing No.

218B6061 enclosed as Attachment A.

v-The difference in k-effective between the 10-element case (Ref. 2) and the 20-element case (Ref. 3) is explained.by,the fact _that a bias was applied in the fonner and a more accurate model was used in the latter. The model used

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in the 10-element case was ove'r19 conservative. - A comparison of the two models and a stmmary of the_ input / output of the SCALE calculation for the 10-element case are included as Atta'chlin6nt'B. ~ The full ccrnputer run is included as Attachnent C.- ---. _,,_ _

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Sincerely,

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CritlealIty Evaluatlon d i J l m m e w s-. e-wy- -e--w--r

I 4 i i CRITICALITY EVALUATION GENERAL ELECTRIC COMPANY MODEL NO. 700 CASK, DOCKET NO. 71-5942 INTRODUCT10N i In the General Electric submittal letter of June 5, 1985, k-effective results were presented for a model that contained 10.9375 Inches of lead closely surrounding the sides and bottom of a stainless steel basket containing 10 MTR-type fuel assemblies. The calculated k-effective value was 0.92363 1 0.00740. The details of this close lead model giving this k-effective result are described below. A comparison of this result with a normal lead model used.in the August 7, 1985, submittal giving a calculated k-effective of 0.88725 1 0.00446 (Table 6.4-7 for 20 MTR-type assemblies for the August 7, 1985, submittal) also is provided. 4 i COMPARISON The k-effective result for the close lead model presented below is 0.90286 1 0.00470. The k-effective result for the normal lead model is 0.88725 2 0.00446. When a bias of 2.3% is applied to the mean value and 0.3% is applied to the one sigma value, these k-effective results become 0.92363 i 0.00741 for l the close lead model and 0.90766 1 0.00712 for the nonnal lead model. I i' The close lead model does not represent the placement of the stainless steel basket containing the 10 MTR-type fuel elements in a GE 700 cask very well. For exanple, the lead is too close to the stainless steel basket along the top, bottom, and sides of the basket in this model. Furthermore, at the i corners of the cask cavity, water appears in locations where there should be ' lead (see Figure 3). Therefore, the normal lead nodei better represents the accident ~ condition for this shipment.- i l __,,_.r

1 MODEL SPECIFICATION The close lead model was for one cask under accident conditions and involved ten MTR-type fuel elenents loaded in a basket that was fully flooded. Each MTR-type fuel elenent contained no nore than 351 grams U-235 and was Inserted in a spaced stainless steel fuel shipping basket described in GE Drawing No. 106D4150. The fuel elanent and basket assembly was further modeled to be inside a General Electric 700 cask. This cask has a cavity that is 15 inches in diameter by 40 inches long for holding the assenbly. The cask is of steel-encased, lead-shielded construction. A cask OD of 36.875 inches and a cask ID of 15 inches were used to give a lead thickness of 10.9375 inches surrounding the sides of the basket. A lead thickness of 10.9375 inches also was used underneath the basket. Lead was used to replace the steel encasement. DESCRIPTION OF CALCULATIONAL MODEL In this calculation, each fuel plate in a fuel element and each fuel elenent in a basket was described in three dimensions discretely. The model was prepared as input to the SCALE System using the 27GROUPNDF4 cross-section set and the KENO-IV criticality code for performing the k-effective calculations. The fuel element nodeling is described first. Then the nodeling of the basket surrounded by lead is presented. Each fuel elanent contained 20 plates: 18 fuel plates were in the middle of the fuel element, and 2 aluminun plates were at the top and botton of each fuel element, respectively. Each fuel plate contained fuel meat that was 2.25 inches wide, 0.0228 inches thick, and 22.75 inches long. Each fuel plate contained 19.5 grams U-235 in this fuel neat space. The fuel neat was clad with 0.0136 inches of aluninum such that the fuel plate thickness became 0.05 inches. t ! l t

Each fuel plate in the fuel element was separated by a gap of 0.096 inches in the center of the fuel element. These gap thicknesses changed in the outer three layers to 0.108 inches, 0.118 inches, and 0.100 inches, respectively. See Figure 1. The aluminun beyond the 2.25-inch width and the 22.75-inch length of the fuel meat was represented as water in this nodel. The nunerical results of this modeling may be seen in Table 1 under Box Type 1 or Box Type 2. The basket was modeled as a 304 stainless steel structure that had walls which were 0.25 inches thick and contained 10 holes that measured 3.18 inches square by 22.75 inches long. There were three holes in the upper and lower rows and four holes in the middle row sufficient to hold the 10 fuel elements. See Figure 2. The nunerical results of this modeling may be seen in Table 1 under Box Type 1 and Box Type 2. A stab of lead 10.9375 inches thick was then used to surround the basket on the top, bottom, sides, and underneath the basket. A 12-inch-thick layer of water was then used to surround the lead on the top, bottan, sides, and underneath portion of this assenbly and on top of the basket in this model. A plan view of this model may be seen in Figure 3. The Picture Code:: was used with the generalized geometry option conmands in the KENO-IV code on the SCALE System to construct Figure 3 for this model. Figure 3 shows that this model does not represent the placement of the stainless steel basket containing the 10 MTR-type fuel elements in a GE 700 cask very well. For example, the lead is too close to the stainless steel basket along the top, bottom and sides of the basket in this model. Furt.hermore, at the corners of the cask cavity, water appears in the locations where there should be lead. However, at the time this model was prepared, the generalized geometry input was not available.

Irving, D. C. and Morrison, G. W., " PICTURE: An Aid In De-Bugging Geom Input Data", ORNL-TM-2892; May 14, 1970.

PACKAGE REGIONAL DENSITIES The nmber densities for the materir.ls used in this model may be seen in Table 2. The nmber density used for the fuel meat was 0.00261362 atcm/ barn-cm for U-235. A molecular weight of 235.043933 gram / gram-nule and Avogadro's nmber of 6.025E23 gram-atom / gram-mele were used in calculating this nmber density. Other materials in the fuel meat such as U-238, oxygen, sIIIcon, etc., were not rrodeled. The nmber densities for the materials specified in Table 1 that are provided by the SCALE System for the 27GROUPNDF4 cross-section set are shown in Table 2. CRITICALITY CALCULATIONS The SCALE:: System that is running on the Control Data Corporation 7600 ccmputer at General Electric's Nuclear Energy Business Operations was osed for the k-effective calculations. The 2/GROUPNDF4 cross-section set and the KENO-IV criticality code in the SCALE System were used to perform these calculations. The k-effective result shown in Table 2 is 0.90286 2 0.00470. A bias of 2.3% on the mean value and 0.3% on the 1 sigma deviation is applied here due to the comparison of k-effective results from the SCALE System and the 27GROUPNDF4 cross-section set with critical bencivnark experiments. The k-effective result then becomes 0.9236 ! 0.0074. The bias is applied as follows: 0.90286 :: 1.023 = 0.92363;.003 ::.90286 +.00470 .00741. The critical benchmark experiment discussion is contained in the June 5, 1985, 4 letter. i

Bucholz, J.

A., " SCALE: A Modular Code System for Performing Standardized Ccmputer Analyses for Licensing Evaluation", NUREG/CR-0200, ORNL/NUREG/CSD/2, l Voltme 1, Oak Ridge National Laboratory; July, 1980. _q_

FIGURE 1 FUEL ELEMENT SCHEMATIC .100 .118 .108 .096 a Water Gaps, inches v .096 .108 .118 .100 t.. _ _

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FISU!iE 3 EN!ESSD FLM VIEH OF MCDEL CCNTSNTS PICTURE OF GSNEFK! ZED GEDPElliY FOR KE'tS-IV F= Fuel L= Lead S=Steinless Steal W:hter LLLLLLLLLLLLLLRLRLLLRLLLLLRLLLLRRLLLLRLLLLRRLLLLLLLLLLLLLLRLLRRLLLRLLLLLLLRLLLRLLLLLL I LLLLLRRLRLLLLLLLRLLLRLLLLLLLLLRLLRLLLLLLLLRLLLLLLLRLRLLLLLLLRLLLLLRRLLRLLLRLLLRLLRL LRLLLRLLLLLLLLRRLRLLLLLLLLRLRLLRLLLRLLLRLRLLLLLLRLLLLLRLRLRRLLLRRLRRLLLLLLLLLLLL LRLLRLLLLLLLLLLLLLLRLLRl LLRLLLLLLLLLLLRLLLLRLLLLLLLLLLLRRRLLLLLLLLLLRRLRLLRRLLLLLLLLL RRLLLLLLLLLLRLLRRELLLLRLRLLLLLLLLLRLLLLLLLRLLLLLLLLLLRLLRLLRLLLLLLLLLLRLLLLLRRLLLLLL LLLLWWW r6WW S SS S SS SSS SES SS SS SSS S S S55555555555555555555535S5553S SSSSSSS SSSSSSSSSS SSWWWGWWWLRL LRLW WWWAk WWW SSWWWWWWWWWWWW WWSWWWWWWWWWWWWWWWWW SWWWW WWWW(iWWW SS W 4W WWWLRL LLLLWWWsiuWWSSWWFFFFFFFFFFFFFFFWWSWWFFFFFFFFFFFFFFWWSWWFFFFFFFFFFFFFFFWWSSr4WWWrAWLLLL l LLRWWWWW WW SSWWWFFFFF FFFFFFFFFFWWSWWFFFFFFFFFFFF FFWW SWWFFFFFFFFFFFFFFTWW SS nWWW WWLLLL I LLLLL'4WWWWWWSSWWWFFFFFFFFFFFFFFFhWSWWWFFFFFFFFFFFFFFWT45WWWFFFFFFFFFFFFFFFWWSSWWWWWWWRU LLLLWWWWW WSSWWFFFFFFF FFFFFFFF(dStuMFFFF FFFFFFFFFFWWW SWWFFFFFFFFFFFFFFFWW SSWWi(4YdLLLL LLRWW H AWW SS WWFFFFFFFFFFFFFFFbW S WWW FFFFFFFFFFFFFF WWW SW WFFFFFFFFFF FFFFTWWS S AWWW HYdRR LLLLWWW(uWWSS W WWWWW W WWWWSWWh WWWWWWW WWWS W WWW WWWWWWWWWSSWWWW WWHLLLL LLLLSSESSSSESSESSSSSSSSSSSSSSSSSS555555555555555555555555555555555555S35S5555555555555555555555SLRL LRLSWWFFFFFFFFFFFFFFFWWSSWh FFFFFFFFFFFFFFFWWW SSWWF FFFFFFFFFFFFFFWW WSSTAFF FFFFFFFFFFFFFW WSLLLL RLLSWWFFFFFFFFFFF FFFFWWSSWWFF FFFFFFFFFFFFFWH S SWWFFFFFFFFFFFFFFFW WS SWWFFFFFFFFFFFFFFFWWSLLLL RRSrnFFFFFFFFFFFFFFFWWSSWWFFFFFFFFFFFFFFFWWSSWWFFFFFFFFFFFFFFFWWSSWWFFFFFFFFFFFFFFWWSLRL LLLLSWiFFFFFFFFFFFFFFFWWS!WWFFFFFFFFFFFFFFFWWSSWWFFFFFFFFFFFFFFFWWSSWWTFFFFFFFFFFFFFFWWELLLL LRLEWWFFFFFFFFFFFFFFFWWSS AWF FFFFFFFFFFFFFFWW S SWWTFFFFFFFFFFFFFFWWSS WWFFFFFFFFFFFFFFFWWSLLLL LLLLSWWFFFFFFFFFFFFFFFWWSSW6FFFFFFFFFFFFFFFWWSSWWFFFFFFFFFFFFFFFWWSSWWFFFFFFFFFFFFFFFWWSLLLL LLLLWWW WWWWWWWWAS SWWWWWWWWWWWWWWW S S WWWWWWWWW WWWWSSWWW WWAWWWWYAWSLLLL RLLSSSSSSSSSSSSSSSSSSSSSSSSSSSESS3S5555555555555555555S5S555555555555555555555555555555555555SSLLLL LLLLWWWWWWiSSWh?FFFFFFFFFFFFFFWWSWWFFFFFFFFFFFFFFWWSWWFFFFFFFFFFFFFFFWWWSSWWWWWWHLLLL RRWhWWWYdSSWiFFFFFFFFFFFFFFFWHSWWFFFFFFFFFFFFFFWWSWWFFFFFFFFFFFFFFFWWSSWWWWWWWLLLL LLLLWWTihWWWSSFuFFFFFFFFFFFFFFFWWSWWFFFFFFFFFFFFFFWTASWWFFFFFFFFFFFFFFFWWSSWWWWWWWWLRL LLLLWWWWW4WWSSWWFFFFFFFFFFFFFFFWWSWWFFFFFFFFFFFFFFWWSWWFFFFFFFFFFFFFFFWWWSSWWWWWWWLLR LLLLWWWW W WW SS WWFFFFFFFFFFFFFFFWWSWWFFFFFFFFFFFFFFWWWS WWFFFFFFFFFFFFFFFWWWS SW WWWWWLRL LLLLWWWrusWWSSWW:FFFFFFFFFFFFFFWWSW6FFFFFFFFFFFFFFWWSWWFFFFFFFFFFFFFFFWWSSWWWh"WWRLL LLLLWWWWWWWWW SS WWTWWIWWWWWWWWWWS WWWWWWWWWWWWWW SWWWWWWW WWWWWWWSS WWWWWW ALLLL LLRWWWWWWWSSSSSSSSSSSSSSSSSSSSSSS5555335553S35S5S5555555555555SSSSSSSSSSSSSSSSSSWWWWWWLLLL LRLLLLLRLRLLLLLLLLLLLLLLLLLLLLLLLLRLRLLLRLRLLLLLRRLLLLLLLLLLRLLLLRLLLLLLLLLLLLLLLLLLLLLLL LRLLRLLRLLLLLLLLLLLLRLLLLLLLLLLLLLRLRRLLLLLLRLLRLLLLRLLLLELLLRLRLLRRLRLLLLRLLRLLLL LRRRLLRLLLLLLLLLLLLLLLLLRLLRLLLLLLLLLLRLLRLLRLLRLLLLLLLLRRRLLLLRRLLLLLRRLLRRLLLLL LRRLLLLLLRLLLRLLLRRLLRLLRRLRLLLLLRLLLRLLLRLRLRLLLLLLRLLLLLLLLLLLLLLLLLLLLLLLLLRLRL RLRLLRLRLLRLRLLLLLLLLLLLLLLLLLLLLLLLLLRLLLLLLLLLLLRRLLLLLRLLRLLLLRLLLRLLLLLRRLRLLLLL 7

_~ TADLE 1 INPUT FOR SCALE i CLGSE LEAD MODEL KEFF BNL FUEL SHIPPIN8 MODEL i SS BASKET SURROUNDED BY 10.9375" OF LEAD 27GROUPNDF4 8 8 3 LATTICECELL O O U-235 1 O. 2.61362-3 END OL 2 1. END H2O 3 1. END AL 4 1. END H2O 5 1. END SS304 6 1. END H2O 7 1. END PB 8 1. END SYMMSLABCELL O.37084 0.057912 1 3 0.127 2 END i KEFF ENL FUEL BHIPPING MODEL 1 SS BASKET SURRCUNDED BY 10.9375" OF LEAD i 15.0 103 300 3 13 10 5 i O BOX TYPE 1 CUDOID 3 0. -2.857500 .121920 .121920 28.892500 -28.892500 -0.5 3 l CUBOID 2 0. -2.857500 .156464 .156464 28.892500 -28.892500 -0.5 l CUBOID 1 O. -2.857500 .214376 .214376 28.892500 -28.892500 -0.5 CUBOID 2 O. -2.857500 .248920 .248920 28.872500 -28.892500 -0.5 ( CUBOID 3 O. -2.857500 .492760 .492760 28.892500 -28,892500 -0.5 I CUBOID 2 O. -2.857500 .527304 .527304 28.E92500 -28.892500 -0.5 l CUBOID 1 O. -2.857500 .585216 .585216 28,892500 -28.892500 -0.5 I j CUBOID 2 0. -2.857500 .619760 .619760 28.892500 -28.892500 -0.5 CUBOID 3 O. -2.857500 .863600 .863600 28.892500 -28.892500 -0.5 i CUBOID 2 O. -2.857500 .898144 .898144 28.892500 -28.892500 -0.5 l CUBOID 1 O. -2.B57500 .956056 .956056 28,892500 -28.892500 -0.5 l CUSDID 2 O. -2.857500 .990600 .990600 2e.e92500 -28.892500 -0.5 CUBOID 3 0. -2.857500 1.234440 -1.234440 28.892500 -28.892500 -0.5 l CUBOID 2 O. -2.857500 1.268984 -1.268984 28.892500 -28.892500 -0.5 CUDOID 1 O. -2.857500 1.326896 -1.326896 28.C92500 -28.892500 -0.5 CUEDID 2 O. -2.857500 1.361440 -1.361440 28.892500 -28.892500~-0.5 CUBOID 3 O. -2.857500 1.605280 -1.605280 28 R92500 -28.892500 -0.5 CUBOID 2 O. -2.857500 1.639824 -1.639824 28.892500 -28,892500 -0.5 CUBOID 1 O. -2.857500 1.697736 -1.697736 28.892500 -28.892500 -0.5 I CUBOID-2 O. -2.857500 1.732280 -1.732280 20.892500 -28.892500 -0.5 CUBOID 3 0. -2.857500 1.976120 -1.976120 28.892500 -28.892500 -0.5 CUBOID 2 O. -2.857500 2.010664 -2.010664 28.892500 -28.892500 -0.5 CUBOID 1 O. -2.857500 2.068576 -2.068576 28.892500 -28.892500 -0.5 l CUBOID 2 O. -2.e57500 2.103120 -2.103120 2e.892500 -2e.ee2500 -0.5 CUBOID 3 C. -2.857500 2.346960 -2.346960 28.892500 -28.892500 -0.5 CUBOID 2 O. -2.857500 -2.381504 -2.381504 20.092500 -28.892500 -0.5 CUBOID 1 O. -2.857500 2.439416 -2.439416 28.892500 -28.092500 -0.5 l CUBOID 2 O. -2.857500 2.473960 -2.473960 28.892500 -20.892500 -0.5 l CUBOID 3 O. -2.857500 2.748280 -2.748280 28.892500 -28.892500 -0.5 CUEDID 2 O. -2.857500 2.782824 -2.782824 28.892500 -28.892500 -0.5 CUBOID 1 0. -2.857500 2.840736 -2.840736 28.892500 -28.892500 -0.5 ( CUEDID 2 O. -2.857500 2.875280 -2.875280 28.892500 -28.892500 -0.5 j CUBOID 3 0, -2.857500 3.175000 -3.175000 28.892500 -28.892500 -0.5 CUBOID 2 O. -2.857500 3.209544 -3.209544 28.892500 -28.892500 -0.5 CUBOID 1 O. -2.857500' 3.267456 -3.267456 28.892500 -28.892500 -0.5 CUBDID 2 O. -2.857500 3.302000 -3.302000'28.892500 -28.092500 -0.5 CUBOID 3 O. -2.857500 3.556000 -3.556000 28.892500 -28.892500 -0.3 CUBOID 2 0. -2.857500- 3.683000 ~3.683000 28.892500 -28.892500 -0.5 CUBOID 7 0.000 -4.039 4.039 ~4.039 28.8925 -28.8925 -0.5 CUBOID 6 0.000 -4.356 4.356 -4.356 28.8925 -28.8925 -0.5 EOX' TYPE 2 CUDOID 3 2.857300 -0. .121920 .121920 28.892500 -28.892500 -0.5 8 ... ~. ~~

TABLE 1 (Cont-2) l CLOSE LEAD MODEL . INPUT FOR SCALE l l CUBOID 2 2.857500 -0. .156464 .156464 28.892500 -28.892500 -0.5 CUBOID 1 2.857500 -0. .214376 .214376 28.892500 -28.892500 -0.5 CUBOID 2 2.857500 -0. .248920 .248920 28.892500 -28.892500 -0.5 CUBOID 3 2.857500 -0. .492760 .492760 28.892500 -28.892500 -0.5 l CUBOID 2 2.857500 -0. .527004 .527304 28.892500 -28.892500 -0.5 CUBOID 1 2.057500 -0. .585216 .585216 28.892500 -28.892500 -0.5 CUBOID 2 2.857500 -0. .619760 .619760 28.892500 -28.892500 -0.5 l CUBOID 3 2.857500 -0. .863600 .863600 28.892500 -28.892500 -0.5 i CUBOID 2 2.857500 -C. .898144 898144 28.S92500 -28.892500 -0.5 CUBOID 1 2.G57500 -0. .956056 .956056 28.892500 -28.892500 -0.5 CUBOID 2 2.857500 -0. .990600 .990600 28.892500 -28.892500 -0.5 CUBOID 3 2.857500 -0. 1.234440 -1.234440 28.892500 -28.892500 -0.5 CUBCID 2 2.857500 -0. 1.268984 -1.26S984 28.892500 -28.892500 -0.5 CUBOID 1 2.857500 -0. 1.326896 -1.326896 28.892500 -28.892500 -0.5 j CUEDID 2 2.857500 -0. 1.!61440 -1.361440 28.892500 -28.892500 -0.5 CUBOID 3 2.857500 -0. 1.605280 -1.605280 28.892500 -20.892500 -0.5 CUBOID 2 2.857500 -0. 1.639824 -1.639824 28.892500 -28.892500 -0.5 CUBOID 1 2.857500 -0. 1.697736 -1.697736 28.892500 -28.C92500 -0.5 CUBOID 2 2.857500 -0. 1.732280 -1.732280 28.892500 -28.892500 -0.5 CUEDID 3 2.857500 -0. 1.976120 -1.976120 28.892500 -28.8?2500 -0.5 CUBOID 2 2.857500 -0. 2.010664 -2.010664'28.892500 -28.892500 -0.5 j CUBOID 1 2.857500 -0. 2.066576 -2.068576 28.892500 -28.892500 -0.5 CUBOID 2 2.857500 -0. 2.103120 -2.103120 28.892500 -28.892500 -0.5 CUBOID 3 2.857500 -0. 2.346960 -2.346960 28.892500 -28.892500 -0.5 l CUBOID 2 2.857500 -0. 2.381504 -2.381504 28.892500 -28.892500 -0.5 CUBOID 1 2.857500 -0. 2.439416 -2.439416 28.892500 -28.892500 -0.5 CUEOID 2 2.857500 -0. 2.473960 -2.473960 28.892500 -28.892500 -0.5 CUBOID 3 2.857500 -0. 2.748280 -2.748280 28.892500 -28.892500 -0.5 CUEGID 2 2.857500 -0. 2.782824 -2.782824 28.E92500 -28.892500 -0.5 CUBOID 1 2.857500 -0. 2.840736 -2.840736 28.892500 -28.892500 -0.5 CUBOID 2 2.857500 -0. 2.875280 -2.875280 28.E92500 -20.892500 -0.5 CUBOID 3 2.857500 -0. 3.175000 -3.175000 28.892500 -28.892500 -0.5-l CUEDID 2 2.857500 -0. 3.209544 -3.209544 28.892500 -28.892500 -0.5 l CUBOID 1 2.857500 -0. 3.267456 -3.267456 28.892500 -28.892500 -0.5 i CUBOID 2 2.857500 -0. 3.302000 -3.302000 28.892500 -28.89?500 -0.5 I CUBOID 3 2.857500 -0. 3.556000 -3.556000 28.892500 -28.892500 -0.5 l CUEGID 2 2.857500 -0. 3.683000 -3.683000 28.892500 -28.892500 -0.5 CUBOID 7 4.039 -0.000 4.039 -4.039 28.8925 -28.~8925 -0.5 l CUBOID 6 4.356 -0.000 4.356 -4.356 28.8925 -28.8925 -0.5 BOX TYPE 3 l CUBOID 7 4.039 -0.000 4.356 -4.039 28.8925 -28.8925 -0.5 l CUBOID 6 4.356 -0.000 4.356 -4.356 28.8925 -28.8925 -0.5 l SOX TYPE 4 l CUBOID 7 4.039 -0.000 4.039 -4.356 28.8925 -28.8925 -0.5 CUBOID 6 4.356 -0.000 4.356 -4.356 28.8925 -28.8925 -0.5 -BOX TYPE 5 CUBOID 7 0.000 -4.039 4.039 -4.356 28.8925 -28.8925 -0.5 CUBOID 6 0.000 -4.356 4.356 -4.356 28.8925 -28.8925'-0.5 -BOX TYPE 6 CUBOID 7 0.000 -4.039 4.356 -4.039 28.8925 -28.8925 -0.5 CUBOID 6 0.000 -4.356 4.356 -4.356 28.8925 -28.8925 -0.5 BOX TYPE 7 CUDDID 6 0.000 -4.356 0.317 -0.000-28.8925 -28.8925 -0.5 ' BOX TYPE 8 CUBOID 6 0.000 -0.317 4.356 -4.356 28.8925 -28.8925 -0.5 BOX TYPE 9

_. _ ~ _ _ TPELE 1 (Cont-3) INPUT FOR ECALE CLCSE LEAD MODEL CUEGID 7 4.039 -0.000 0.317 -0.000 28.9925 -29.8925 -0.5 CUDDID 6 4.356 -0.000 0.317 -0.000 28,8925 -29.8925 -0.5 EOX TYPE 10 CUBOID 7 0.000 -4.039 0.317 -0.000 20.E925 -29.8925 -0.5 CULOID 6 0.000 -4.356 0.317 -0.000 22.e925 -2C.s925 -0.5 BOX TYPE 11 CUBOID 7 0.000 -0.317 4.356 -4.039 20.8925 -28.9925 -0.5 l CUBOID 6 0.000 -0.317 4.356 -4.356 28.8925 -29.8925 -0.5 BOX TYFC 12 CUBOID 7 0.000 -0.317 4.039 -4.356 28.5925 -23.8925 -0.5 CUDOID 6 0.000 -0.317 4.356 -4.356 28.E925 -28.8925 -0.5 BOX TYFE 13 CUBOID 7 0.317 -0.000 0.317 -0.000 28.9923 -28.8925 -0.5 ARRAY BDY 7 17.741 -17.741 13.385 -13.395 29.9925 -28.8925 -0.5 i CUBOID 8 45.522 -45.522 41.166 -41.166 23.8925 -56.6735 -0.5 i CUBOID 5 76.002 -76.002 71.646 -71.646 59.3725 -87.1535 -0.5 j END GECttETRY O 13 9 7 7 7 7 7 7 10 13 11 3 1 2 1 2 1 2 6 11 9 1 2 1 2 1 2 1 2 8 12 4 1 2 1 2 1 2 5 12 13 9 7 7 7 7 7 7 10 13 O END KENO I ') i 10 l

1 TAELE 2 CLOSE LEAD MODEL NUM5ER DENSITIES AND K-EFFECTIVE RESULTS KEFF BNL FUEL SHIPPINS MODEL 1 SS DASKET SURROUNDED BY 10.9375 OF LEAD 27GROUPNDF4 8 8 3 LATTICECELL O O U-235 1 O. 2.61362-3 END AL 2 1. END H2O 3 1. END AL 4 1. END i H2O 5 1. END l SS304 6 1. END H2O 7 1. END PB B 1. END SYMMSLAECELL O.37084 0.057912 1 3 0.127 2 END KEFF ENL FUEL SHIPPING MODEL 1 SS BASKET SURROUNDED BY 10.9375" OF LEAD 15.0 103 300 3 13 10 5 1 O I MIXTURE NUCLIDE DENSITY MIXTURE NUCLIDE DENSITY l 1 -92235 2.61362E-03 9 -92235 4.OG154E-04 2 13027 6.023S3E-02 9 13027 1.12225E-02 3 1001 6.67555E-02 9 1001 4.3E940E-02 3 9016 3.33777E-02 9 8016 2.19470E-02 4 3 6.02383E-02 5 5 6.67555E-02 5 8 3.33777E-02 1 6 24304 1.74239E-02 6 25055 1.73634E-03 i 6 26304 5.93526E-02 6 28304 7.72036E-03 I 7 6 6.67555E-02 7 9 3.33777E-02 8 82000 3.29882E-02 CROSS SECTIONS READ FROM TAPE NUCLIDE = 1001 H 1269 F, 1002 T 218 GP 032475(2) NUCLIDE = 5 H 1269 F, 1002 T 218 GP 032475(2) NUCLIDE = 6 H 1269 F, 1002 T 218 GP 032475(2) NUCLIDE = 8016 0-16 1276 218 GP 030476(7) I NUCLIDE = 8 O-16 1276 218 GP 030476 (7) NUCLIDE = 9 O-16 1276 218 GP 030476(7) i NUCLIDE = 13027 AL-27 1193 218 GP 040375(5) NUCLIDE = 3 AL-27 1193 218 GP 040375(5) i NUCLIDE = 24304 CR 1191 WT SS-304(1/EST) P-3 293K SP=3+4 (42375) ' j_ NUCLIDE = 25055 MN-55 1197 SIEP=5+4 NEWXLACS 218NGP P-3 293K NUCLIDE = 26304 FE 1192 WT SS-304(1/EST) P-3 293K SP=5+4(42375)" NUCLIDE = 28304 NI 1190 WT SS-304(1/EST) P-3 293K SP=5+4 (42375) ' l NUCLIDE = 82000 PB 1288 218NGP 042373 P-3 293K i NUCLIDE = 92235 U-235 1261 SIGP=5+4 NEWXLACS 21ENGP P-3 293K(3) NO. OF INITIAL GENERATIONS AVERAGE NUMBER OF SKIPPED K-EFFECTIVE DEVIATION HISTORIES 3 .90286 + OR - .00470 30000 FREQUENCY FOR GENERATIONS 4 TO 103 .7758 TO .7989 .7989 TO .8220 .8220 TO .8451 .8451 TO .8682 l .8682 TO ~ .891!- .9913 TO .9144 j .9144 TO .9375 .9375 TO .9606

- - - x********

.7606 TO .9837 .9807 TO 1.0068 1.0068 TO 1.0279 11

t ] Attachment C Full SCALE Calculation I s f l. I i i i ' ' ^

t O O C0 COCO.OCO. W W 0C00C00000000000000000000000000000C00000 J J e 00000000000000000000000000000000000000 0000000 g L L e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e a e e e e e e CO e e e e e e e O O NN 00000000000000000000000000000000000000@@ 0000000 00C0000000000000000000000000000000000000 0000000 C C CCCOOCCOCCCCOCCCCCCCDCCOCCCCCCODOOCCOC. N N NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNCC. CCCCCCC NNNNNNN M M @@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@NN CCCCCCCCCCCCCCCCCCCCCCCCCCmTCCCCCCCCCC e e CCCCCCC O O CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC. CCCCCCC NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNCC NNNNNNN e e e e e e e e e e e a e e e e e e e e e e e e e e e e e e e a e e e e a e NN e e e e e e e c e C0000000000000000000000000000000 OOOOOOCC 0000000 00000000000000000000000000000000000000. O O CCCCCCCCCCCOOCOCCCCCCCCOOOOOOCCCCCCCCCCC-0000000 OCCCCCC W W NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN NNNNNNN O 00 Z ZZ CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC CCCCCCC 3 WD O O CCCCCCCCCCC@CCCCCCCCCCCCCCCCCCCCCCCCCC@c CCCCCCC C NE NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNMC NNNNNNN OM 3 N3 OvcOOvcOOvCOOvcOOvCOOvcOOvCOOvcOOvcOOO. NchNco-C NO NcNNco-covCove@vCNMCNCNNCC-cCNMCovCOOOv7. OvcOOvc @vM@NMNNC-Ocv@CvNCNN-cC-@Cv@NCNNO04000e e @%M7NMN F -OvCNNCOMCcovoc-O@NNCOCMc-@McNOCO@NNcM -cvCNNO W OW NO-v@NC-cGCOMcNCOM@MN-covCONvCv5NOCOOC NC-vmNC go g - - N N v o p c C C G @ N N M M c o c h @ O. O - M. M.v v. N N C C. N N M o o - - N N i.C.O e Mg .....Oc a e e e e e e e e e e e---------NNNNNNNNNNNMMMMMMMO e e e e a e e CO -c e e e e e a e e a e e e e e e e e e e e e e a e e eOM M NM OvcOOvcOOvCOOvCOOvcOOvcOOvcOOvcOOvcOOOvv 0v00040 MJ -O NcNNco-covCovCOvCNMcNcNNCO-cCNOCOvCOOO NcNNCC-4 @vMONONNc-OcimCvNCNN-CO-@CvmNCNNO0v000 OvM@hMN eW N- -cvCNNCOMccovCc-OGNNCOCMG-GMONOCO@NNcM -cvCNNO O O NO-v@NC-c@C@McNCOM@MN-covCONvevbNOCOCC NC-v@NC W O - - N N v. 0 C. C. C C O G N N M M c c c N @ O O - M M v. v. b b C C - N N M O C O C .-NNYCC Ju .J ..........M0 W~ OW

NNNNNNNNNNNOMMMMMOM On OO CHO 40 44 E4Z er-00000000000000000000000000000000000000e e JW O

00000000000000000000000000000000000000 0000000 O NOC OCCCCCCOOCCOOOOOOCOOOOOOOOOOOcCOO0C000 e e.e e e e e Z M MZ NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN ~Me .~O OOCOOCOOOOCOCOCCCCOOOOCOCCOOOCCC 00000000 0000000 L N OL-C.CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCOO C000000 L c L

*... * - - = = * - = OO COCCCCD

~0M ~M NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN.. NNNNNNN I Z-e e e e a e e e e e a e a e e e e e e e e e e e e e e e e e e e e e e e e e00 CC00CCO {. n C O D C C C @ C. C C C. Z M 6 J N O OWO J -00000000000000000000000000000000000000. NNNNNNNN W OZOZ ZOJWO Dv.ZWZW.WZJ30 NC kkOW W WWLM C O MN-NMN-NMN-NMN-NMN-NMN-NMN-NMN-NMN-NMN MN-NMN-JZ- -c-.mJMW W ZL - - -4ZOL L u3 M O N Jm->O000000000000000000000000000000000000000>O000000 CON 4 v CD >~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~H~~~~~~~ LEM O ELO 0000000000000000000000000000000000000000 0000000 LON O OMO EL.XmemmmmmmmmmmmmmmmecommmmmmmmmmmmmmmmmmmmXmmmmmmm WNe JNJNCNe>WCO 333333333333333333333333333333333333333303333333 MN3(I<IMILOM-OOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOmOOOOOOO

{. DO DO C0 WO On O O CD 00 00 00 0000000000000000000000000000000 bb bb b bb b 0 bb b bb bb .e e e e a e e e e e e e a e e e a e e s 0000000000000000000000000000000 i e e e e e e e e e e e e e e e e e e e e e e e e e e e a e e00 00 00 00 00 O O DO 00 00 00 g NN NN NN NN NN N N NN NN NN NN s 0000000000000000000000000000000@@ 0000000000000000000000000000000CC CC CC CC CC C C CC CC CC CC 0000000C00000000000000000000000.. CC CC CC CC C C CC CC CC CC NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNCC @@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@NN NN NN NN NN N N NN NN NN NN CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCe e e e o e e a e e e e e e e e e e e e CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC. NNNNNNNNNNNNNNNWNNNNNNNNNNNNNNNDO DO DO OO 00 O O DO CO 00 00 e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e NN NN NN NN NN N N NN NN NN NN 0000000000000000000000000000000CC CC CC CC CC C C CC CC CC CC 0000000000000000000000000C00000.. . C CC CC CC CC. 0000000000000000000000000000000CC CC CC CC CC C NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN NN NN NN NN N N NN NN NN NN WGOG@@@@@@@@@@@@@@@@@@@@@@@@@@@ OCCCCCCCCCCCCCCCCCCCCCCCCCCCCC.C CCCCCCCCCCCCCCCCCCCCCCCCC@CCCCC@C @C CC 0C OC O C OO C0 CC NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNMO MO 00 00 60 O O CO 00 MO 00 O 00 00 On On O. n-On n o. C M. OM O. 00vC007000v0007C00"C00v000v0000 vi vv v4 vv O v OO 00. COv004C@vMNMcNONNCC-CCNMCov00Covi 44 vv NC-OCTOCvNCNN-CO-@Ov@NONNOOvCOO a e e e e e e e e e e e e e e e e e e coccovCC-O@NNCOCMC-@MONOcc@bNOM -COOGMcNCOMGMN-COvCMNvevbbOCOOC C C C @ @ N N O M C C O.N G O O. M M v. v.b b C C - N N O O O ..........@C CC OO CC N O Nb NN 00 @C e e e e a---------NNNNNNNNNNNMMMMMMOD 00 MO nO 00 O -- -- 00 no 00 00v000v000v000v000v000v000vC000Vv. M. O. 0 C. OO DO M M MO M. M. O. n. e o. n .. O V OO 00 vv vt e e e e e e e e e e e e e e s e e e e e e e e e e vv vv vv vi 4040Cve@vCNMcNCNNCO-CONOCOv0 COO bC-OCvmCvNCNN-CO-@OvGNCNNonv000 OOOCovCC-DONNCOCMC-@MCNOOO@NNOM -COOOMONCOMGMN-CovCMbvevbSOCOOC G u u @ @ N N M O C C C h @ O.O. M M v.v.b N C C - N N O O O.O O 00 0C Oc @C C b OO GC bb NN 00 00 OO oO ec O 00 en CO e------e-NNNNNNNNNNNMMOOMMOO OO OO OM 00 C. C C0 O. n

n. n. 00.

00 00 00 vv v7 V O. 00. . OO v7 .e e e e e e e e e e e e o e e e e e e a 0000000000000000000000000000000 e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e e 0000000000000000000000000000000@C @c OC 00 00 O O @C 00 00 00 000000000000000000000000000000000 MC MO OO OO O O MO OO 00 00 DO NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN.. O. n OM OO OO O O On O. O. D. O. 0C. 000000000000000000000000000000000 000000000000000000000000000000044 vi vv OC. 00. C. O. .. 00 00 v4 OuCCCCCCCCCCCCCCCCCCCCCCCCCCCCC ( NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN M v c C N O O O N M bc NC bc SC bc C C bc SC bc bc NMN-NMN-NMN-NMN-NMN-NMN-NMN-NMN W W W W W W W W W W W L L L L L L L L L L L 000000000000000000000000000000000>O0>O0>O0>O0>O>O>O0>O0>O0>O0>

p--p--p--p--p-r-p--p--p--p--p i

0M0000000000000000000000000000000 00 00 00 00 O O 00 00 00 00 l mmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmxmmxmexemxmexmxmxcexmoxmmxemx i 33333333333333333333333333333333303303303303303030330330330330 UUUUUUUU 00000000000U0000000UU000UmOUmOUmUUmUUmUmUmoOmOUmUUmUUm

-s ~~ CUBOID 7 'O.317 60.003 0.317 -0.000 23.CC25 -23,E925 -0.5 ARRAY EDY .7 17.741 -17.741 13.385 -13,385 23.8925 -28,8925 -0.5 CUBOID 8 45.522 -45.522 41.166 -41.1GG 28.8925 -56.6735 -0.5 CUBotD: 5 76.002 -76.002 71.G46 -71.640 59.3725 -87.1535 -0.5 END GEOMETRY-0 13 9 7 7 7 7 7 7 10 13 11 3 1 -2 1 2 1 2 6 11 8 1 2 1 2 1 ~ 2 1 2 8 12 4 1 2 1 2 1 2 5 12 13 9 7 7 7 7 7 7 10 13 O END KENO CONTROL MODULE CSAS2 HAS BEEN ACTIVATED. CCCCCCCCCCC SSSSSSSSSSS AAAAAAAAA SSSSSSSSSSS 22222222222 CCCCCCCCCCCCC SSSSSSSSSSSSS AAAAAAAAAAA SSSSSSSSSSSSS-2222222222222 CC CC SS

SS AA AA SS SS 22 22 CC SS AA AA SS 22 CC SS AA AA SS 22 CC SSSSSSSSSSSS AAAAAAAAAAAAA SSSSSSSSSSSS 22 CC SSSSSSSSSSSS AAAAAAAAAAAAA SSSSSSSSSSSS 22 CC SS AA AA SS 22 CC SS AA AA SS 22 CC CC SS SS AA AA SS SS 22 CCCCCCCCCCCCC SSSSSSSSSSSSS AA AA SSSSSSSSSSSSS 2222222222222 CCCCCCCCCCC SSSSSSSSSSS AA AA SSSSSSSSSSS 2222222222222 4

meememmememme megememmemeen meeeeeeeeeeme emmeeeeeeeeee ememeeeeeeeee emeemameGemme emmeGeSememme esemommememem meeeeeeeeeeee emeseememmeme meeeeeeeeeeee meGeeeeeeeeme meeeeeeweseem emememmememem emeemesmeegem emmemememmeem 0000000 666666666666 // 0000000 7777777777777 // 88888888888 5555555555555 000000000 666GG666GGGGG // 000000000 777777777777 // 8888898888888 5555555555555 00 00 66 // 00 00 77 77 // 88 88 55 CO 00 66 // 00 00 77 // 88 88 55 00 00 66 // 00 00 77 // 88 88 55 CO 00 66GGG6GG666G // 00 00 77 // 88888888888 555555555555 CO 00 GGGGGGGGGGGGG // 00 00 77 // 88888800888 5555555555555 CO 00 .66 66 // 00 00 77 // 88 88 55 00 00 66 GG // 00 00 77 // 88 88 55 l 00 00 66 66 // 00 00 77 // 88 88 55 55 000000000 6GGGGGGGGGGGG // 000000000 77 // 8888888888888 5555555555555 0000000 GGGGGGGGGGG // 0000000 77 // 80888888888 55555555555 i

,.~ - -..~. -. - . =,. n 11 33333333333 5555555555555 44 44 44 111 3333333333333 5555555555555 444 444' 444 1111-33 33 55 4444 4444-4444 11 33 55 44 44 44 44 44 44 11 33 55 44 44 44 44 44 44 11 333 555555555555 44 44 44 44 44 44 11 333 5555555555555 44 44 44 44 44 44 11 33 55 444444444444 444444444444 444444444444 11 33 55 4444444444444 4444441444444 4444444444444 11 33 33 55 55 44 44 44 11111111 3333333333333 5555555555555 44 44 44 11111111 33333333333 55555555555 44 44 44 P ~ KEFF BNL FUEL SHIPPING ARRAY FWR.2 CONT, SIDE-BY-SIDE LEAD FILL sees PROBLEM PARAMETERS==== LIB 27GROUPNDF4 LIBRARY MXX 8 MIXTURES MSC 8 COMPOSITION SPECIFICATIONS IZM 3 MATEftIAL ZONES GE LATTICECELL GEOMETRY MORE O O/l DO NOT READ / READ SPECIAL PARAMETERS MSLN O FUEL SOLUTIONS . sssa PROBLEM COMPOSITION DESCRIPTION muss CC. U-235 STANDARD COMPOSITION MX 1 MIXTURE NO. DEN 2.613GE-03 ATOMIC DENSITY END SC AL STANDARD COMPOSITION MX 2 MIXTURE NO. 'VF 1.0000 VOLUME FRACTION END 4 SC H2O STANDARD COMPOSITION i MX 3 MIXTURE NO. VF 1.0000 VOLUME FRACTION END SC AL STANDARD COMPOSITION MX 4 MIXTURE NO. VF 1.0000 VOLUME FRACTION END CC H2O STANDARD COMPOSITION i MX 5 MIXTURE NO. VF. -1'0000 VOLUME FRACTIOM END SC SS304 STANDARD COMPOSITION t a

l -~~ MX 0 MIXTURE NO. VF-1.0000 VOLUME FRACfl0N i END EC H2O STANDARD COMPOSITION MX 7 MIXTURE No. VF-1.0000 VOLUME FRACTION END SC PB -STANDARD COMPOSITION MX 8 MIXTURE NO. i VF 1.0000 VOLUME FRACTION END ses* PROBLEM GEOMETRY ***= CTP SYMMSLABCELL CELL TYPE PITCH- .3708 CM CENTER TO CENTER SPACING FUELOD .0379 CM FUEL ROD DIAMETER OR SLAB THICKNESS MFUEL 1 MIXTURE No. OF FUEL s. MMOD-3 MIXTURE NO. OF MODERATOR CLAD 0D .1270 CM CLAD OUTER DIAMETER MCLAD 2 MIXTURE NO. OF CLAD END ses* XSDRN MESH INTERVALS **=* 4 MESH INTERVALS IN ZONE 1 4 MESH INTERVALS IN ZONE 2 4 MESH INTERVALS IN ZONE 3 KENO INFORMATION PROCESSOR CALLED sessmeusmessessessesesammessessen PARAMETER CARD WILL BE READ NEXT PARAMETER CARD SUCCESSFULLY READ GEOMETRY DATA WILL DE READ'NEXT CEOMETRY DATA SUCCESSFULLY READ MIXED BOX DATA WILL BE READ NEXT MIXED BOX DATA SUCCESSFULLY READ sessses==seme====nes=====esseness A DETAILED DESCRIPTION OF THE GEOMETRY DATA'FOR EACH KENO CASE IS GIVEN BELOW. NUMBER OF KENO CASES ENTERED = 1 KEFF BNL FUEL SHIPPINO MODEL 1 SS BASKET SURROUNDED BY 10.9375" 0F LEAD THE PARAMETERS FOR THIS PROBLEM ARE NUMBER OF. ENERGY GROUPS 27 NUMBER OF MIXTURES 9 r NUMBER OF GEOMETRY CARDS 102

NUMBER CF-BOX TYPES 13 I NUMBER OF UNITS IN X' DIRECTION 10 NUMBER OF UNITS IN Y DIRECTION 5 NUMBER OF UNITS IN Z DIRECTION 1 KEFF BNL FUEL SHIPPING MODEL 1 SS BASKET SURROUNDED BY 10.9375" 0F LEAD KENO MIXING TABLE ----- 1 -92235 2.613620E-03 9 -22235 '4.081544E-04 '2 13027 G 023834E-02 0 13027 1.122249E-02 4 3 6.023834E-02 3 1001 6.67554GE-02 9 1001 4.389400E-02 5 5 6.675546E-02 7 6 6.675546E-02 3 8016 3.337773E-02 9 E016 2.194700E-02 5 8 3.337773E-02 7 9 3.337773E-02 0 24304 1.742388E-02 0 25055 1.736342E-03 0 26304 5.935260E-02 .0 23304 7.720361E-03 6 C2OOO 3.298823E-02

NMAT=14 MATT = 9 NMIX=18

, KEFF BNL FUEL SHf 5' PING MODEL 1 SS BASKET SURROUNDED BY 10.9375" 0F LEAD GEOMETRY DESCRIPTION BOX TYPE 1 REGION 1 CUBOID 3 +X = 0. -X =-2.8575E+00 +Y = 1.2192E-01 -Y a-1.2192E-01 +Z = 2.8893E+01 -Z =-2.8893E+01 2.CUCCID 2 +X = 0 -X =-2.8575E+00 +Y = 1.564GE-01 -Y =-1.564GE-01 +Z.= 2.8895E+01 -2 =-2.8893E+01 3 CUO010 1 +X = 0. -X =-2.8575E+00 +Y = 2.1430E-01 -Y s-2.1438E-01 +Z = 2.8893E+01 -2 =-2.8893E+01 + d' CUBO I D - 2 +X = 0. -X =-2.8575E+00 +Y = 2.4892E-01 -Y :-2.4892E-01 +Z = 2.8893E+01 -Z =-2.8893E+01 0 CUBOID 3 +X = 0. -X =-2.8575E+00 +Y = 4.927GE-01 -Y =-4.9276E-01' +Z = 2.8893E+01 -2 =-2.8893E+01 0 CUBOID 2 +X = 0. -X =-2.8575E+00 +Y = 5.2730E-01 .-Y =-5.2730E-01 +Z= 2.8893E+01 -Z m-2.8893E+01 7 CUBOID 1 +X = 0. ' X =-2.8575E+00 +Y = 5.8522E-01 -Y =-5.8622E-01 +Z = 2.6893E+01 -2 =-2.8893E+01 O CUB 0lD 2 +X = 0. -X =-2.8575E+00 +Y = 6.197GE-01 -Y :-G.197GE-01 +Z = 2.8893E+01 -2 =-2.8803E+01

. ~ - a g e e e e e e e e e e O O O O C O O O O O O O O O O O O O O O O O O O O O O O O O O + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + W W W W W W W W W W W W W W W W W W W W W W W W W W W W W W W n n n n n n n n n n n n n n n n n n n n n n n n n n n n n n n C' O O O 01 O CO to C CC to to to (O C (D (D C CO CD 80 CD CO CD CO C CO CD CO C CO (D (O to CD to CD C C. 40 Q (C CD CD ED CO CQ ED to CO CD to ED. CO (D to CD to to O CO 40 cc. . N N to to to cp N N N.. N N N. N N. N N. N N N N N N N N N. N N. N. N N N N N N N e e e e e e e e e e e a e e e e e e e e e e i e i e e e e e II N N. E el M N N H Is II N H N H N N N el II H p to N so Is M N el n N N N N N N N N N N N N N N N N N N N N N N N N N N N N N N N N e e e e e e e I e i e e e e e I e e e e e e I e 8 e e e I e e 0 0 0 0 0 0 C O O O O O O O O O O O O O O O O O O O O O O O O + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + W W W W W W W W W W W W W W W W W W W W W W W W W W W W W W W n n n n n n n n n n n n n n n n a n n n n n n n n n n n n n n 01 0% 01 01 01 C' (O O 10 0 40 ED CD to CO 40 CO CD 40 40 CO CO CD to CO E0 CO C CD (D ED 10 C to CO CD 40 G G (C C CD C to o to to C EO O to ED EO CD C to EO CD to O E0 CD EC N N N. N N N N N. N N N N N N N N N N N N N N N N N N N. N. N N N N N N N el M M M H M 01 N N W M Is M M et N H H H M N N N N N M H N N N N N N N N N N N N N N N N N N N N N N N N N N N N N N N + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + v O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O C O O O O O O O O O O O O O O O O O O O O O O O O i e e e e + + + + + + + + + + + + + + + + + + + + + + + + + + + W W W W W W W W W W W W W W W W W W W W W W W W W W W W W W W O V O O v O O v n 40 S n - b c - O O V O n CD b n O O O O O O O O c) N N c O CC n b v co N O O O N N c n C O O v Q C O v to n b v 40 V N N O C O O to n n to c O n C N c O n n N . N N N N. N N N. c. 0 O n b b CD to N N n O O. c. c. c. h C1 O. O c O N N N N N N v. v. O O O O n n n 4 to to e e e. I e e e e e e I e e e e e i e e e e e e e a e e e e e e H N N N N II M ge H H el N se N In se H el el N et es se N H H se H se M se e e e e e e e e e e a e e e e e e e I e a e e e e e e e e e e 1 l 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 C O O O O O O O O O O O O O O O O O O O O O O .O O O O O O O O O O O O O O O O O O O O i e e e e + + + + + + + + + + + + + + + + + + + + + + + + + + + W W W W W W W W W W W W W W W W W W W W W W W W W W W W W W W l N o - O O v O n C N n O O O O O O O O v (D C v O v n to N O v c0 N O O O N N c n to O C v c O C) N N c O to n N e n e c o n c N c O n n N (D O tr e n b v CD v b b o (D O O n C O N N n n G Q Q b O O N O N N to 0 N N n O o O v. v. i ( N N N N N N N N N N N n n n n. n n v 80 40 s n a u a n a se u a a u a n a u a n u se a se a u n u n es a es a n + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + f O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + W W W W W W W W W W W W W W W W W W W W W W W W W W W W W W W O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O b b b b b b N N b N b b b b N N b b N b b b b r. N b b N N N O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O n N N. N N. to. C to CD. to. . N N N N N. co. to e to e to. e to e. e N N N e. e to, to. .e O 4 N N. N. N N N co. to EO to 40 to to. e c0 4 N. N. N N N N N N N N N N v j-e e e e e e e e e e e e e e e e e I e e e e e e e e e i e e e u n se a se a et u n a n n n a u u n u n a u n n a n u se n es a n X X X X X X X X X X,X X X X X X X X X X X X X X X X X X X X X e e e e e e e e e e i e e e i e e e e e i e e e e e e e e e e b b b b b b b b b b b bb b b b b bb b b b b a e a a n e a e a a a a a n a a a a a a a a n a a e n a u a u X X X X X X X X X X X X X X X X X X X X X X X X X X X X X X-X + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + 1 4 N n N e N O 'N - N n N e N O N b n N e N n N e N n N - N O N f i O O. O. O O _O O_ O O _O - O.. O O O _O O_ O. O O O_ .O. O O_ O O. O O O. O _O O. O O O O O O O O O O O O O O O O O O _ O O O O _ _ O O O O O O O O _ O b b b b b'b b~b b b b bbbbbbbbbbb bbbbbbb U U U U U 'O-U U U U U U U U U U U U U U U .0 U U-U U U U U U U a - N CS Y O C b e W O 9 O - N CS T C-b- e O N n v O-40 N_'e-N N M n n n n n.O O n n .4 N N N N N N ~. -...,,. _,.

t r [ t' 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 + + + + + + + + + + + + + + + + + + + + + + + + + + + + E E E E E E E E E E E E E E E E E E E E E E E E E E E E 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 ~ 2 2 2 2. 8 2. 2. 2 2. 2. 2 2. 2. 2 2. 2 2 2 2 2 2 2 2 2 2 2. 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 2 2 2 =

= =

=

= = = = = = = = = = a s = = = = = = 2 Z 2 2 2 2 2 Z 2 2 2 2 2 2 2 2 2 2 Z 2 Z 2 Z 2 2 Z 2 Z 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 + + + + + + + + + + + + + + + + + + + + + + + + + + + + E E E E E E E E E E E E E E E E E E E E E E E E E E E E 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 - 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 . ' 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 2 2 2 2 2. 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2. 2. . 2 2 2 2 = = = = = = = = = = = = = = = = = =. = = =

= = = = = Z Z Z Z Z Z Z Z Z Z 2 Z 2 Z Z Z Z Z 2 Z Z Z Z Z Z Z 2 Z + + + + + + + + + + + + + + + + + + + + + + + + + + + + 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 1 1 1 1 1 1 1 1 1 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 + + + + + + + + + + + + + + + + E E E E E E E E C E E E E E E E E E E E E E E E E E E E O 2 G 8 2 G 0 2 G O 4 G O 4 0 9 4 3 8 7 3 7 G 1 0 5' 4 1 G 9 4 3 9 7 3 2 7 G 1 O G 4 9 G 1 5 9 7 2 G 0 8 3 7 9 1 5 1 6 4 8 2 7 5 9 3 8 G 0 3 G 2 G 0 3 9 3 7 1 G 0 4 8 3 3 1 2 5 4 5. . 6 9 5 9 2 2 3 3 G G G 7 9 0 0 9, 2 8 3 3 4 1 1 4 1 1 2 2 4 5 G 8 8 9. 9. 1 1 1 1 1 1 1 1 1 2 2 2 2. 2 2 = = = a = = a = a = = = a = a = a = a

a = m = a = ~ Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 1 1 1 1 1 1 1 1 1 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 + + + + + + + + + + + + + + + + E E E E E E E E E E E E E E E E E E E E E E E E E E E E O 2 G 8 2 6 0 2 G O 4 G 0 4 0 9 4 3 8 7 3 1 7 6 1 0 5 4 G 9 4 3 9 7 3 2 7 G 1 O 6 4 9 6 1 5 9 7 2 G 0 8 3 7 1 9 5 1 G 4 8 2 7 5 9 3 8 G 0 3 G 2 G 0 3 9 3 7 1 G 0 4 8 3 3 2 1 . 5 . 2 4 5 5 G. . 9 9. 6 G 6 9 2 8 G 9 5 9 2 2 3 3 9 0 0 . 2 2 2 4 2 7 3 4 1 3 1 4 '1 1 8 8 2 2 2 1 1 1 1 1 1 1 1 1 = = = = = = = = = = = = = = = = = = = = =

= = = = = Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y - Y Y Y Y Y Y Y + + + + + + + + + + + + + + + + + + + + + + + + + + + + 0 0 + E O ~ G 53 4 0. 0, 0. . 0 0 0, 0. . 0 0 0. 0 0. 0 0. 0. 0 0 0. 0 0 0 0 0 0 0 0 0 = = = = = = = = = = = = = = = = = = = = = = = = = = = = s X X X X X X X

.X X X X X X X X. X X X X X

'X X X X X X X X ~ 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 + + + + + + + + + + + + + + + + + + + + + + + + + + + E E E E E E E E E E E E E E E E E E E E E E E E E E E 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 5 8 .2 2 2 2 2. 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2' 2 0 2 . 8 8 8 8 8 8 8 8 8 . 8 8 8 . 8 8 8 8 8 8 8 8 8 8 8 8 8 8 = = s = =

= = = = = = = = = = = = = =

= = = = = X X X' X X X X X X X X X X X X X X X X X X X X X X X X + + + + + + + + + + + + + + + + + + + + + + + + + + + 6 3 2 2 3 2 1 2 3 2 2 3 2 1 2 3 2 1 2 3 2 1 2 3 2 1 1 1 ~ 2 D D D D D D D D D D D D D D O. D D D D D D D D D D D D D I t I t I l I t t t t I I I I t I t t I I I I t t I I .t O o O o O e O o o o o O O O O o O o o O O O O o o O O o Z E B B B B B B B B B B B B B B. B B B B B B B B B B B B B U P U U U U U U U U U O U U U U U U U U U U U U U U U U U C Y N C C C C C C C C C C C C C C C C C C C C C C C C C C'.C T O I 0 X G 1 2 3 4 5 6 1 2 3 4 5 6 7 8 9 0 ~ 2 J 4 5 6 7 4 O E ' 7 8 9 o 1 t 1 1 1, 1 1 1 1 1 1 2 2 2 2 2 2 2 2 B R ,? 4 2 a el !j! 7 t [ l 4 4 lii 4l i j1{lji j ldjj; l4 i

t i 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 s + + + + + + + + + + + + + + + + + + + E E E E E E E E E E E E E E E E E E E 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 . 8 8 8 8 8 8 8 8 8 8 8 8 8 8 2 2 2 2 2. 2. 2 2 2 2 2 2 2 2. 8 8 8 8 8 2 2 2 2 2. = =

= = = = = = = = = = = = = = = Z 2 2 2 2 2 Z 2 2 2 2 2 2 2 Z 2 2 Z 2 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 0 G 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 + + + + + + + + + + + + + + + + + + + E E E E E E E E E E E E E E E E E E E 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 9 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 2 2 2 2 2 2, 2 2 2 2 2 2. 2 2. 2 2 2. 8 2 2 = = = =

= = = = = = = = = = = Z Z Z 2 Z Z Z Z 2 Z Z 2 Z Z 2 Z Z Z Z + + + + + + + + + + + + + + + + + + + 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 + + + + + + + + + + + + + + + + + + + E E E E E E E E E E E E E E E E E E E 0 3 8 7 3 0 5 5 0 0 0 0 O 0 O O O O 0 4 8 2 0 5 5 9 7 2 6 3 9 G 9 G G G G 6 7 4 8 4 7 7 0 6 0 5 8 3 5 3 5 5 5 5 5 7 7 8 8 2 2 2 2 2 3 3. 3 3 3. 3. . 3 0 3 4, 3 2 2 3 5 G 0 3 3 3 1 4 4 4 4 4 4 4 4 s = = a a a = s s = s a = = m = = = a Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 + + + + + + + + + + + + + + + + + + + E E E E E E E E E E E E E E E E E E E 0 3 8 7 3 0 S 5 0 O 0 0 0 0 O 0 O 0 O 4 8 2 0 5 5 9 7 2 G 3 9 6 6 G 9 G 9 G 7 4 8 4 7 7 0 6 0 5 8 3 5 5 5 3 5 3 5 7 7 8 2 2 . 8 2 2 3 5 G 0 3 9 3 3 0 3 4 . 2 2 2 3 3 3. 0 1 3 3 3 4 4 4 4 4 4 4 4 = =

= =

= = =

= = Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y Y + + + + + + + + + + + + + + + + + + + 0 0 0 0 + + E E 0 O 9 G 3 5 0. , 0 0. 0 0 0, 0. 0, 0, 0, 0 .3 0 0 0 0 0 0 0 4 4

= =

=

= = = s X X X X X X X X X X s'X X X X X X X X X 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 + + + + + + + + + + + + + + + + + E E E E E. E E E E E E E E E E E E 5 5 5 5 5 5 5 5 5 5 5 0 O 0 O 0 0 7 7 7 7 7 7 7 7 7 7 7 9 G 9 G 9 6 5 5 5 5 5 5 5 5 5 5 5 3 5 3 5 3 5 8 8 8 8 8 8 8 8 8 8 8 0 3 0 3 0 3 2 2. 2. 2. 2 2 2 2. 2 2 2 4 4 4 4 4 4 0. 0

= = = = = =

.

= = = = = = = X X X X X X X X X X X X X X X X X X X + + + + + + + + + + + + + + + + + + + 2 3 2 1 2 3 2 1 2 3 2 7 6 7 6 7 6 7 6 ~ 3 4 5 6 D D D D D D D D D D D D D D D D D D D l t I t I t t t I t t t t I t 0 o O o O. o o o O o o o t t t o O o I o o o O 3 B B B B B B B B B B B B E B B E B B E B B E U U U U U U U U U O U U U P U O P U U P U U P C C C C C C C C C C C C C Y N C C Y N C C Y N C C Y N T O T 0 T O T O I 1 I I 2 3 4 5 6 7 '8 9 0 X G 3 9 0 2 X G 2 X G 2 X 0 1 1 1 1 2 2 3 3 3 3 3 3 3 3 3 3 4 O E O E O E O E B R B R B R B R

I i

I !!~ 4 l

_~ j \\ O .O O O O O O O O O O O 1 + + + + + + + + + + + + W W W W W W W W W W W W O n' n (9 n n n n n m n n O' 01 0 O O to to to CD to (D to e to c3 co co 4 C. to. N.. N. N. N.. to 40 40 to to EO ED to c0 to N N N. .t N N.. N. N. N i i i a a e a a u n u a es u a N N N N N N N N N N N N e a e e e a e e a e 1 O O O O O O O O O O O O o + + + + + + + + + + + W W W W W W W W W W W W (9 e c. M M M (9 m M (9 (9 M e e o e O c e O O m o to e o e to c0 to e <D C to _ 40 CD 'O 40 C to (O C C CO O 3 C. i N N N N N N N N N N. N. 'N N. M e N N H H R H H H N N N N N N-N N N N N N 1.- + + + + + + + + + + + + O O O O O O O O O O O C O O o + + + + + + b,I W W W W W W-O O O O O O O 1 o o o O C C' (9 O O O O O O O M o O O (0 O v. k, d k, b d d b N. 4

d. ' Y.

It 'N N 'W R H H H 01 If H N i e a e a e e a e e s e e O 0; O 0 0 0 0 0 0 O O O O O O O O O O e + + e + e e e + + + + W W W h4 W W W W W W W W 4* O O O O O O O O O O O O C C O C O O O O C C C O O b O N b N b o O M O M (0 g O. O M C M 4 . \\ v v M V O M M M. v v v v H H W 5 N N H N N H H N o + + + + + .+ + + + + + a O O O O O O O O O O O O O O O o + + e + + s e e e W U W W W W -W W W W O O O O O O O O O O O C C O O O O O O O (9 O O N O O b b b b O O O e o. O. l v v v O O O v v M M O' M f 8 6 i e e e e e i t u a a a a n. n a a a u a X X X X X X X X X X X X a a s a e a e s a e e O O O C 1 + + W W O O i C n O O O O. O. O O. O. O. . O O O. v v O l m a a e a a a e a u a u X X X X X X X X X X X X o + + + + + + + + + + + i t b O O O b (D b b (D b C Ii t 1 b e m C N .O. .O. ' O. O O O.. O O O O' O O O.. 0 0 O. .O O O O O O O O .m m W m W-e -- W e m W' c W c c W O~ 3 '3' L 5 L 3 L 3 D Q. D 3 L 3 D L 3 D U U~ > ': 0 > Z U ~> Z U U > 2 U U Z-U U > Z U U .O. .D. D. O.. D. H .O. H H N X O - N X 'O X-O X O N -X o N X O.- N O W O W O W D W D W O W 'e E e E e .E 'C-E- e E 'e. E _.1. .._.s

...--.----. ~.-.--

~

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E0X. TYPE '13 L

. RESION-1- CUBotD 7 +X = 3.1700E-01 -X = 0, +Y = 3.1700E-01 -Y s'O. +Z.= 2.8893E+01 -2 =-2.8893E+01 REFLECTOR RE310N l'. CORE 7 +X = 1.7741E+01 -X =-1.7741E+01 +Y = 1.3385E+01 -Y =-1.3385E+01 +Z = 2.8893E+01 -2 =-2.8893E+01 ? 2 CUBOID 8 +X = 4.552EE+01 -X m-4.5522E+01 +Y = 4,11GGE+01 -Y =-4.116GE+01 +Z= 2.8803E+01 -2 =-5.6674E+01 3 CUBOID -5 +X = 7'.6002E+01 -X =-7.6002E+01 +Y = 7.164GE+01 -Y =-7,164GE+01 +Z = 5.9373E+01 -2 s-8.7154E+01 i kEFF ENL FUEL SHIPPING MODEL 1 SS BASKET SURROUNDED BY 10.9375" 0F LEAD , WEIGHTING FUNCTION ' COX 1YPE 1 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD l' l 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 2 1' .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE l. REGION 3 DEFINED BY GEOMETRY CARD 3 GROUPS 2 TO 27 S E AS ABOV g i REGION 4 DEFINED BY GEOMETRY CARD 4 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE 1 2 REGION 5 DEFINED BY GEOMETRY CARD 5 1 .167 .500 1.500 't GROUPS 2 TO 27 SAME AS ABOVE REGION 6 DEFINED BY GEOMETRY CARD G i 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 7 DEFINED BY GEOMETRY CARD 7 1 .167 .500 1.500 t ' GROUPS 2 TO 27 SAME AS ADOVE REGION 8 DEFINED BY GEOMETRY CARD 8 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE 1 1 REGION. 9 DEFINED BY GEOMETRY CARD 9 i 1 .167 .500 .1.500 GROUPS 2 TO 27 SAME AS ABOVE

._..m.-- ...4 g. REGION 10 DEFINED BY GEOMETRY CARD 10 1 .167 .500 1 500 GROUPS 2 TO 27 SEME AS ABOVE REGION 11 DEFINED BY GEOMETRY CARD 11 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE s REGION 12 DEFINED BY GEOMETRY CARD 12 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 13 DEFINED BY GEOMETRY CARD 13 1 .167 .500 1.500 GROUPS 2 TO 27 $4ME AS ABOVE REGION '14 DEFINED BY GEOMETRY CARD 14 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION. 15 DEFINED BY GEOMETRY CARD. 15 1 167 .500 . 1.500 GROUPS 2 TO 27 SAME AS ABOVE 4 REGICN 16 DEFINED BY GEOMETRY CARD 16 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 17 DEFINED BY GEOMETRY CARD 17 GROUPS 2'TO 27 Sk AS ABOVE REGION 18 DEFINED BY GEOMETRY CARD 18 1 .167 .500 1.500 GROUPS 2 TO' 27 SAME AS ABOVE REGION 19 DEFINED BY GEOMETRY CARD 19 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 20 DEFINED BY GEOMETRY CARD 20 ] l 167 .500 1.500 GROUPS 2 TO 27 SAME AS ABCVE REGION 21 DEFINED BY GEOMETRY CARD 21 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 22 DEFINED BY GEOPETRY CARD 22 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE 1 REGION 23 DEFINED BY GEOMETRY CARD 23 1- .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 24 DEFINED BY GEOMETRY CARD 24 1 .167 .500 1.500 GROUPS-2 TO 27 SAME AS ABOVE. 1 REGION 25 DEFINED BY GEOMETRY CARD 25 1 .167 .500 1.500

GROUPS 2 TO 27 SEME AS ABOVE REGION 26 DEFINED BY GEOMETRY CARD 26 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 27 DEFINED BY GEOMETRY CARD 27 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 28 DEFINED BY GEOMETRY CARD 28 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 29 DEFINED BY GEOMETRY CARD 29 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 30 DEFINED BY GEOMETRY CARD 30 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 31 DEFINED BY GEOMETRY CARD 31 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 32 DEFINED BY GEOMETRY CARD 32 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 33 DEFINED BY GEOMETRY CARD 33 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 34 DEFINED BY GEOMETRY CARD 34 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 35 DEFINED BY GEOMETRY CARD 35 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE A REGION 36 DEFINED BY GEOMETRY CARD 36 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 37 DEFINED BY GEOMETRY CARD 37 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 38 DEFINED BY GEOMETRY CARD 38 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 39 DEFINED BY GEOMETRY CARD 39 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 40 DEFINED BY GEOMETRY CARD 40 1 .167 .500 1.500 GROUPS 2 TO 27 SAr1E AS ABOVE

-- -_ _. - _ _ -.... _... - -.. -.. -.~. .~ -s r.. BOX TYPE 2 GROUP 'WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CORD 41 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 42 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 3 DEFINED BY GEOMETRY CARD 43 1 .167- .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 4 DEFINED BY GEOMETRY CARD 44 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 5 DEFINED BY GEOMETRY CARD 45 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 6 DEFINED BY GEOMETRY. CARD 46 1 .167 .500 1.500 GROUPS 2 TO 27 4AME AS ABOVE REGION 7 DEFINED BY GEOMETRY CARD 44 7 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 8 DEFINED BY GEOMETRY CARD 48 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 9 DEFINED BY GEOMETRY CARD 49 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE i REGION 10 DEFINED BY GEOMETRY CARD 50 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 11 DEFINED BY GEOMETRY CARD 51 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE j REGION 12 DEFINED BY GEOMETRY CARD 52 1 .167 .500 1.500 GROUPS 2 TO 27 SAME-AS ABOVE f REGION 13 DEFINED BY GEOMETRY CARD 53 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 14 DEFINED BY GEOMETRY CARD 54 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 15 DEFINED BY GEOMETRY CARD 55 z 1 .167 .500 1.500 GROUPS 2 TO 27 SAME.AS ABOVE 4

i a REGION 10 DEFINED BY GEOMETRY CARD 56 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 17 DEFINED BY GEOMETRY CARD 57 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ADOVE REGION 18 DEFINED BY GEOMETRY CARD 58 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 19 DEFINED BY GEOMETRY CARD 59 1 .167 .500 1,500 GROUPS 2 TO 27 SAME AS ABOVE REGION 20 DEFINED BY GEOMETRY CARD GD 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 21 DEFINED BY GEOMETRY CARD. 61 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 22 DEFINED BY GEOMETRY CARD 62 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 23 DEFINED BY GEOMETRY CARD 63 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS AdOVE REGION 24 DEFINED BY GEOMETRY CARD 64 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 25 DEFINED BY GEOMETRY CARD 65 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 26 DEFINED BY GEOMETRY CARD GG 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 27 DEFINED BY GEOMETRY CARD 67 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 28 DEFINED BY GEOMETRY CARD 68 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 29 DEFINED BY GEOMETRY CARD 69 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 30 DEFINED BY GEOMETRY CARD 70 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 31 DEFINED BY GEOMETRY CARD 71 1 .167 .500 1.500

-~ GROUPS 2 TO 27 SAME AS ABOVE REGION 32 DEFINED BY GEOMETRY CARD 72 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ADOVE REGION 33 DEFINED BY GEOMETRY CARD 73 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 34 DEFINED BY GEOMETRY CARD 74 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 35 DEFINED BY GEOMETRY CARD 75 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 3G DEFINED BY GEOMETRY CARD 76 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 37 DEFINED BY GEOMETRY CARD 77 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 38 DEFINED BY GEOMETRY CARD 78 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 39 DEFINED BY GEOMETRY CARD 79 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 40 DEFINED BY GEOMETRY CARD 80 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE EO t TYPE 3 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 81 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 82 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE BOX TYPE 4 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 83 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 84 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE BOX TYPE 5 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 85 1 .167 .500 1.500

n CROUPS 2 TO 27 SAME AS ABOVE 7.EGION 2 DEFINED BY GEOMETRY CARD 8G 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE BOX TYPE 6 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 87 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 88 1 .167 .500 1.500 GROUP.9 2 TO 27 SAME AS ABOVE BOX TYPE 7 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 89 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE BOX TYPE 8 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 90 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE DCX TYPE 9 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 91 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 92 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE EOX TYPE 10 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 93 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 94 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE COX TYPE 11 GROUP WTLOW WT AVO WT HI REGION 1 DEFINED BY GEOMETRY CARD 95 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 96 1 .167 .507 1.500 GROUPS 2 TO 27 SAME AS ABOVE l-BOX TYPE 12 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 97 1 .167 .500 1.500 I

GROUPS 2 TO 27 S#.ME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 98 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE BOX TYPE 13 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 99 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE EEFLECTOR REGION 1 DEFINED BY GEOMETRY CARD 100 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 101 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 3 DEFINED BY GEOMETRY CARD 102 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE KEFF ENL FUEL SHIPPING MODEL 1 SS BASKET SURROUNDED BY 10.9375" 0F LEAD ARRAY DESCRIPTION Ze 1 13 9 7 7 7 7 7 7 10 13 12 4 1 2 1 2 1 2 .5 12 0 1 2 1 2 1 2 1 2 8 11 3 1 2 1 2 1 2 6 11 13 0 7 7 7 7 7 7 10 13 KEFF BNL FUEL SHIPPING MODEL 1 SS BASKET SURROUNDED BY 10.9375" 0F LEAD VOLUMES BOX TYPE 1 REGION DEFINED BY GEOMETRY CARD 1 VOLUME = 4.02G30E+01 CMa*3 CUMULATIVE VOLUME = 4.02630E+01 CM*s3 REGION DEFINED BY GEOMETRY CARD 2 VOLUME = 1.14079E+01 CM==3 CUMULATIVE VOLUME = 5.16709E+01 CMa=3 REGION DEFINED BY GEOMETRY CARD 3 VOLUME = 1.91249E+01 CMa*3 CUMULATIVE VOLUME = 7.07958E+31 cms =3 REGION DEFINED BY GEOMETRY CARD 4 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 8.22037E+UI CMas3 REGION DEFINED BY GEOMETRY CARD 5 VOLUME = 8.05260E+01 cme *3 CUMULATIVE VOLUME = 1.62730E+02 CM*=3 REGION DEFINED BY GEOMETRY CARD 6 VOLUME = 1.14079E+01 CMa=3 CUMULATIVE VOLUME = 1.74130E+02 CMa*3 REGION DEFINED BY GEOMETRY CARD 7 VOLUME = 1.91249E+01 CHs=3 CUMULATIVE VOLUME = 1.93262E+02 Ct1*s3 REGION DEFINED BY GEOMETRY CARD 8 VOLUME = 1.14079E+01 CHes3 CUMULATIVE VOLUME = 2.04G70E*02 CM**3 REGION DEFINED BY GEOMETRY CARD 9 VOLUME = 8.05260E+01 CM**3 CUMULATIVE VOLUME = 2.85196E+02 CMa*3 REGloN DEFINED BY GEOMETRY CARD to VOLUME e 1.14079E+01 cme =3 CUMULATIVE VOLUME = 2.9GG04E+02 CM=s3 REGION DEFINED BY GEOMETRY CARD 11 VOLUME = 1.91249E+01 CMas3 CUMULATIVE VOLUME = 3.15729E+02 cme *3 REGION DEFINED BY GEOMETRY CARD 12 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 3.27137E+02 CM**3

.m -~ REGION DEFINED BY CEOMETRY CARD 13 VOLUME = 8.052COE+01 cme *3 CUMULATIVE VOLUME = 4.07GG3E+02 CMes3 REGION DEFINED BY GEOMETRY CARD 14 VOLUME = 1.14079E+0i cms =3 CUMULATIVE VOLUME = 4.19071E+02 CM**3 REGION DEFINED BY GEOMETRY CARD 15 VOLUME = 1.91249E+01 CMa*3 CUMULATIVE VOLUME = 4.38196E+02 CMa*3 REGION DEFINED BY GEOMETRY CARD 16 VOLUME = 1.14079E+01 CM=*3 CUMULATIVE VOLUME = 4.49GO4E+02 CM=m3 REGION DEFINED BY GEOMETRY CARD 17 VOLUME = 8.052GOE+01 CMa*3 CUMULATIVE VOLUME = 5.30130E+02 CM**3 REGION DEFINED BY CEOMETRY CARD 18 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 5.41538E+02 CMr*3 REGION DEFINED BY GEOMETRY CARD 19 VOLUME = 1.91249E+01 CMa*3 CUMULATIVE VOLUME = 5.COGG3E+02 CMa*3 REGION DEFINED BY GEOMETRY CARD 20 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME 5.72070E+02 CMa*3 = REGION DEFINED BY GEOMETRY CARD 21 VOLUME = 8.052GOE+01 CMa*3 CUMULATIVE VOLUME = 0.5259CE+02 CMa*3 REGION DEFINED BY GEOMETRY CARD 22 VOLUME = 1.14079E+01 cms *3 CUMULATIVE VOLUME = G.G4004E+02 CM**3 REGION DEFINED BY GEOMETRY CARD 23 VOLUME = 1.91249E+01 CMa*3 CUMULATIVE VOI.UME = 6.83129E+02 CMes3 REGION DEFINED BY GEOMETRY CARD 24 VOLUME = 1.14079E+01 CN==3 CUMULATIVE VOLUME G.94537E+02 CMa*3 = REGION DEFINED BY GEOMETRY CARD 25 VOLUME 8.05?GOE+01 cme *3 CUMULATIVE VOLUME 7.750G3E+02 CMa*3 = = REGION DEFINED BY GEOMETRY CARD 26 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 7.8G471E+02 cme *3 REGION DEFINED BY GEOMETRY CARD 27 VOLUME = 1 91249E+01 CM==3 CUMULATIVE VOLUME = 8.05596E+02 CMa*3 REGION DEFINED BY GEOMETRY CARD 28 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 8.17004E+02 CNes3 REGION DEFINED BY GEOMETRY CARD 29 VOLUME = 9.05918E+01 cme *3 CUMULATIVE VOLUME = 9.07595E+02 CM*=3 REGION DEFINED BY GEOMETRY CARD 30 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 9.19003E+02 CM**3 REGION DEFINED BY GEOMETRY CARD 31 VOLUME = 1.91249E+01 CMa*3 CUMULATIVE VOLUME = 9.38128E+02 CM**3 REGION DEFINED BY GEOMETRY CARD 32 VOLUME = 1.14079E+01 CMa=3 CUMULATIVE VOLUME 9.4953GE+02 CM**3 = REGION DEFINED BY GEOMETRY CARD 33 VOLUME 9.89799E+01 CM=*3 CUMULATIVE VOLUME = 1.04852E+03 CMa*3 = REGION DEFINED BY GEOMETRY CARD 34 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 1.05992E+03 CMr*3 REGION DEFINED BY GEOMETRY CARD 35 VOLUME = 1.91249E+01 CM==3 CUMULATIVE VOLUME 1.07905E+03 CMa*3 = REGION DEFINED BY GEOMETRY CARD 3G VOLUME = 1.14079E+01 CNes3 CUMULATIVE VOLUME = 1.0904GE+03 CMa*3 ). REGION DEFINED BY GCOMETRY CARD 37 VOLUME = 8.38813E+01 CM*=3 CUMULATIVE VOLUME = 1.17434E+03 cms =3 REGION DEFINED BY GEOMETRY CARD 38 VOLUME = 4.1940GE+01 cme *3 CUMULATIVE VOLUME = 1.21628E+03 cms =3 REGION DEFINED BY GEOMETRY CARD 39 VOLUME = G.69075E+02 cme =3 CUMULATIVE VOLUME = 1.88535E+03 CMa*3 REGION DEFINED BY GEOMETRY CARD 40 VOLUME 3.07557E+02 CM*=3 CUMULATIVE VOLUME = 2.19291E+03 CMae3 = BOX TYPE 2 REGION DEFINED BY GEOMETRY CARD 41 VOLUME = 4.02630E+01 CM*=3 CUMULATIVE VOLUME = 4.02630E+01 cme *3 REGION DEFINED BY GEOMETRY CARD 42 VOLUME = 1.14079E+01 CMan3 CUMULATIVE VOLUME 5.16709E+01 CM=s3 = REGION DEFINED BY GEOMETRY CARD 43 VOLUME = 1.91249E+01 CM=*3 CUMULATIVE VOLUME = 7.07958E+01 CM=*3 REGION DEFINED BY GEOMETRY CARD 44 VOLUME = 1.14079E+01 CMm=3 CUMULATIVE VOLUME = 8.22037E+01 CMa*3 REGION DEFINED BY GEOMETRY CARD 45 VOLUME = 8.052GOE+01 CM==3 CUMULATIVE VOLUME = 1.62730E+02 CMa*3 REGION DEFINED BY GEOMETRY CARD 46 VOLUME = 1.14079E+01 CM*=3 CUMULATIVF VOLUME 1.74138E+02 cme =3 = REGION DEFINED BY GEOMETRY CARD 47 VOLUME = 1.91249E+01 CMa=3 CUMULATIVE VOLUME 1.93262E+02 cms =3 = REGION DEFINED BY GEOMETRY CARD 48 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 2.04670E+02 CM*=3 REGION DEFINED BY GEOMETRY CARD 49 VOLUME = 8.052GOE+01 CMa*3 CUMULATIVE VOLUME = 2.8519CE+02 cms =3 REGION DEFINED BY GEOMETRY CARD 50 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 2.96GO4E+02 cms *3 REGION DEFINED BY GEOMETRY CARD 51 VOLUME = 1.91249E+01 CMa*3 CUMULATIVE VOLUME = 3.15729E+02 CM**3 REGION DEFINED BY GEOMETRY CARD 52 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 3.27137E+02 CM*=3 REGION DEFINED BY GEOMETRY CARD 53 VOLUME = 8.052GOE+01 CM==3 CUMULATIVE VOLUME = 4.07663E+02 CMes3 REGION DEFINED BY GEOMETRY CARD 54 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 4.19071E+02 CMa*3 REGION DEFINED BY GEOMETRY CARD 55 VOLUME = 1.91240E+01 CM==3 CUMULATIVE VOLUME = 4.38196E+02 CM=*3 REGION DEFINED BY GEOMETRY CARD 5G VOLUME = 1.14079E+01 CM==3 CUMULATIVE VOLU+1E = 4.49604E+02 CMa*3 REGION DEFINED BY GEOMETRY CARD 57 VOLUME = 0.052GOE+01 CM*=3 CUMULATIVE VOLUME = 5.30130E+02 CM*=3 2 REGION DEFINED BY GEOMETRY CARD 58 VOLUME = 1.14079E+01 CM==3 CUMULATIVC VOLUME 5.41538E+02 CMas3 = REGION DEFINED BY GEOMETRY CARD 59 VOLUME = 1.91249E+01 cms =3 CUMULATIVE VOLUME = 5 GOGG3C+02 CMes3 1 REGION DEFINED BY GEOMETRY CARD GO VOLUME = 1.14079E+01 CMa=3 CUMULATIVE VOLUME = 5.72070E+02 CMa*3 REGION DEFINED BY GEOMETRY CARD G1 VOLUME = 8.052GOE+01 cms =3 CUMULAT!VE VOLUME = G.5259CE+02 CMas3 REGION DEFINED BY GEOMETRY CARD G2 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = G.64004E+02 CM=s3 REGION DEFINED BY GEOMETRY CARD G3 VOLUME = 1.91249E+01 CM==3 CUMULATIVE VOLUME = 6.83129E+02 CM**3 REGION DEFINED BY GEOMETRY CARD G4 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = G.94537E+02 CMa*3 REGION DEFINED BY GEOMETRY CARD G5 VOLUME = 8.052GOE+01 CM*=3 CUMULATIVE VOLUME 7.750G3E+02 CM*=3 = REGION DEFINED BY GEOMETRY CARD GG VOLUME = 1.14079E+01 CM*=3 CUMULATIVE VOLUME = 7.86471E+02 CM**3 REGION DEFINED BY GEOMETRY CARD G7 VOLUME = 1.91249E+01 cms =3 CUMULATIVE VOLUME 8.0559GE+02 cms *3 = REGION DEFINED BY GEOMETRY CARD G8 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 8.17004E+02 CMa*3 REGION DEFINED BY GEOMETRY CARD 69 VOLUME = 9.059tBE+01 CMa*3 CUMULATIVE VOLUME = 9.07595E+02 CM**3 REGION DEFINED BY GEOMETRY CARD 70 VOLUME = 1.14079E+01 cme *3 CUMULATIVE VOLUME = 9.19003E+02 CM*=3 i REGION DEFINED BY GEOMETRY CARD 71 VOLUME = 1.91249E+01 cme =3 CUMULATIVE VOLUME = 9.38128E+02 CM**3 j REGION DEFINED BY GEOMETRY CARD 72 VOLUME = 1.14079E+01 CM*=3 CUMULATIVE VOLUME = 9.4953GE+02 cme *3

REGION DEFINED BY GEOMETRY CARD 73 VOLUME = 9.89799E+01 CMa*3 CUMULATIVE VOLUME = 1.04952E+03 CM**3 REGION DEFINED BY GEOMETRY CARD 74 VOLUME = 1.14079E+01 CMa*3 CUMULATIVE VOLUME = 1.05992E+03 CMa*3 REGION DEFINED BY GEOMETRY CARD 75 VOLUME = 1.91249E+01 CMa*3 CUMULATIVE VOLUME = 1.07905E+03 CM=*3 REGION DEFINED BY GEOMETRY CARD 7G VOLUME = 1.14079E+01 CM==3 CUMULATIVE VOLUME = 1.0904GE+03 CMas3 REGION DEFINED BY GEOMETRY CARD 77 VOLUME = 8.38813E+01 CMw=3 CUMULATIVE VOLUME 1.17434E+03 CMes3 = REGION DEFINED BY GEOMETRY CARD 78 VOLUME = 4.1940GE+01 CM=*3 CUMULATIVE VOLUME = 1.21G28E+03 CM**3 REGION DEFINED BY GEOMETRY CARD 79 VOLUME = G.G9075E+02 cme *3 CUMULATIVE VOLUME = 1.88535E+03 Cr1**3 REGION DEFINED BY GEOMETRY CARD 80 VOLUME = 3.07557E+02 CMr*3 CUMULATIVE VOLUME = 2.19291E+03 CM**3 BOX TYPE 3 REGION DEFINED BY GEOMETRY CARD 81 VOLUME = 1.95934E+03 CM*=3 CUMULATIVE VOLUME = 1.95934E+03 CMa*3 REGION DEFINED BY GEOMETRY CARD 82 VOLUME 2.33571E+02 CM==3 CUMULATIVE VOLUME = 2.19291E+G3 CM==3 = BOX TYPE 4 REGION DEFINED BY GEOMETRY CARD 83 VOLUME = 1.95934E+03 CM*=3 CUMULATIVE VOLUME = 1.95934E+03 CMa*3 REGION DEFINED BY GEOMETRY CARD 84 VOLUME = 2.33571E+02 CM*=3 CUMULATIVE VOLUME = 2.19291E+03 CMus3 BOX TYPE 5 REGION DEFINED BY GEOMETRY CARD 85 VOLUME = 1.95934E+03 CMa*3 CUMULATIVE VOLUME = 1.95934E+03 CMa*3 REGION DEFINED BY GEOMETRY CARO 8G VOLUME = 2.33571E+02 CM**3 CUMULATIVE VOLUME = 2.19291E+03 CMa*3 BDX TYPE 6 REGION DEFINED BY GEOMETRY CARD 87 VOLUME = 1.95934E+03 CM *3 CUMULATIVE VOLUME = 1.95934E+03 CMa*3 REGION DEFINED BY GEOMETRY CARD 88 VOLUME = 2.33571E+02 CM==3 CUMULATIVE VOLUME = 2.19291E+03 CM*=3 BOX TYPE 7 REGION DEFINED BY GEOMETRY CARD 89 VOLUME = 7.97925E+01 CMa*3 CUMULATIV7 VOLUME = 7.97925E+01 CMa*3 BOX TYPE REGION DEFINED BY GEOMETRY CARD 90 VL-sME = 1.59585E+02 CMa*3 CUMULATIVE VOLUME = 1.59585E+02 CM=*3 BOX TY PE 9 REGION DEFINED BY GEOMETRY CARD 91 VOLUME = 7.39858E+01 CM==3 CUMULATIVE VOLUME = 7.39858E+01 CM=*3 REGION DEFINED BY GEOMETRY CARD 92 VOLUME = 5.8067GE+00 CM*m3 CUMULATIVE VOLUME = 7.97925E+01 CM**3 BOX TYPE 10 REGION DEFINEO BY GEOMETRY CARD 93 VOLUME = 7.39858E+01 CM==3 CUMULATIVE VOLUME 7.39858E+01 CMa*3 = REGION DEFINED BY GEOMETRY CARD 94 VOLUME = 5.80G76E+00 CMua3 CUMULATIVE VOLUME = 7.97925E+01 CMr*3 ECX TYPE 11 REGION DEFINED BY GEOMETRY CARD 95 VOLUME = 1.5377AE+02 cme *3 CUMULATIVE VOLUME = 1.53778E+02 cme *3 REGION DEFINED BY GEOMETRY CARD 9G VOLUffE = 5.80G7GE+00 CMa*3 CUMU:ATIVE VOLUME = 1.59585E+02 CMa*3 B3X TYPE 12 REGION DEFINED BY GEOMETRY CARD 97 VOLUME = 1.53778E+02 cme *3 CUMULATIVE VOLUME 1.53778E+02 CM**3 = REGION DEFINED BY GEOMETRY CARD 98 VOLUME = 5.80G7GE*00 CM*=3 CUMULATIVE VOLUME = 1.59585E+02 CMa*3 BOX TYPE 13 REGION DEFINED BY GEOMETRY CARD 99 VOLUME = 5.80G76E+00 CM**3 CUMULATIVE VOLUME 5.80G76C+00 CM**3 = REFLECTOR VOLUMES - GECMETRY CAFD 100 IS THE CORE BOUNDARY CARO REGION DEFINED BY GEOMtTRY CARD 101 VOLUME = 5.8G501E+05 CMa*3 CUMULATIVE VOLUME 6.41389E+05 CM*=3 = REGION DEFINED BY CEOMETRY CARD 102 VOLUME = 2.55009E+0G CM==3 CUMULATI"E VOLUME = 3.19140E+0G cme *3 TOTAL VOLUMES 1 4.02630E+02 2 1.14079E+02 3 1.91249E+02 4 1.14079E+02 5 8.05260E+02 6 1.14079E+02 7 1.91249E+02

e \\ NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNMMNNNNNNNNNNNNNNNNNNNNNNNNNNNNN 000000C000000,0000000000000000000000000000000000000000000000000 ++++e +++++++ +++++++++++ ++++++++++++++++++++++++++++++++++++++ WWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWW tho@@@o@@@C@mOOOGGOm@@@@@@@@@@MQObO@@@OGGOC@@@C@mOOG@@o@@@OGO@m bchvb@NvbcNvbONibcNvN-NvbONv5-ONOMNTN*hNvbchvb@NvbCN"NQbibCNvh- - ONONONONONONONONONONOGONoAONoev00cONONONONONONONONONONONONONO@ 404-704-vov-vev-404-v04-vCV-ve@@NNv-tov-vev-vev-vevavovavev-40 - O - @ e o.. @.. O - @ - O - @ e C e @ - O - @ - e.. @.. O - C O O. @. e o.. @. . O. . @.. O - @ - O - @ - O. . @. w. o. - @.. O. ( -c---c---e---m---m---@--~@---eveev---e---me--e---c---m---c---@ G00-NMvoche@O-Novoche@O-NMveche@O-NMvocheOO-NMVSche@O-NM3OObe@

NNNNNNNNNNOMMMMMMMMMvvvvvivvvvpOOOOOOOppeccWwe@@cQ

70 1.14071E+02 71 1.Cl24CE+02 72 1.14079E+02 73 9.89799E+02 74 1.14079E+02 75 1.91249E+02 73 1.14079E+02 77 8.38813E+02 73 4.1940GE+02 70 G.69075E+03 80 3.07"57E+03 C1 1.95934E+03 C2

2. 3 35 71 E +..'2 C3 1.95914E+03 84 2.33571E+02 E5 1.9593.1E+03 CO 2.33571E+02 07

1. 95934 E + 03 CO 2.33571E+12 E3 9.57510E+02 90 3.19170E+02 C1 1.47972E+02 92 1.16135E+01 C3 1.47972E+02 94 1.16135E+01 95 3.07557E+02 96 1.16135E+01 07 3.07557E+02 C2 1.16135E+01 03 2.32270E+01 BBBBBBBBBBBB 00000000000 NN NN AAAAAAAAA MM MM IlllillIIIII BBBBBBBBBBBBB 0000000000000 NNN NN AAAAAAAAAAA MMM MMM IllIIIIIIIII BB BB OO 00 NNNN NN AA AA MftiM MMMM II BB BB 00 00 NN NN.

NN AA AA MM MM L1M MM II BB BB 00 00 NN NN NN AA AA MM MM MM MM [BBBBBBBBDBB 00 00 NN NN NN AAAAAAAAAAAAA MM MMM MM II BBBBBBBBBBBB 00 00 NN NN NN AAAAAAAAAAAAA MM M MM 11 BB BB 00 00 NN NN NN AA AA MM MM Il BB BB 00 00 NN NN NN 'AA AA MM MM II BB BB 00 00 NN NNNN AA AA MM MM II BBBBBBBBBBBRB 0000000000000 NN NNN AA AA MM MM 111111111111 BBBBBBBBBBB 00000000000 NN NN AA AA MM MM IIII!!IIIIII I h ______e._____ ____h_________ ____.e____e__ _ _ _ _ _ _ " + _ _ _ _ _ _ _ e._e_ _______G_we_p __m._WW__e__e

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t -~ ~~ 0000000 CCC6666CSG66 // 0000000 7777777777777 // 88888888888 5555555555555 000000000 66C6GGGGGGGG6 // 000000000 777777777777 // 8888888383888 55555*.5355555 00 00 66= // 00 00 77 77 // 88 88 55 00 00 66 // 00 00 77 // 88 88 55 .CO 00 66 // 00 00 77 // 88 88 55 CO 00 666666666666 // 00 00 77 // 88888888888 555555555555 CO 00 6666666G66666 // 00 00 77 // 88888888888 5555555555555 03 00 66 66 // 00 00 77 // 88 88 55-CO '00 66 66 // 00 00 77 // 88 88 55 00 00 66 66 // 00 00 77 // 88 88 55 55 000000000 6666666666666 // 000000000 77 // 8888888888888 5555555555555 0000000 6GGG6666666 // 0000000 77 // 80888886888 55555555555 11 33333333333 5555555555555 44 44 66666GGGGGGG 111 3333333333333 5555555555555 444 444 GGGGGGGGGGGGG 1111 33 33 55 4444 4444 66 11 33 55 44 44 44 44 66 11 33 55 44 44 44 44 66 11 333 555555555555 44 44 44 44 GGGGGGGGGGGG 11 333 5555555555555 44 44 44 44 GGGGGGGGGGGGG 11 33 55 444444444444 444444444444 66 66 11 33 55 4444444444444 4444414444444 66 06 11 33 33 55 55 44 44 66 66 11111111 3333333333333 5555555555555 44 44 GGGGGGGGGGGGG 11111111 33333333333 55555555555 44 44 66GGG6CGGGG OQ ARRAY HAS 4 ENTRIES. 10 ARRAY HAS 6 ENTRIES. 20 ARRAY HAS 2 ENTRIES. 4321 80 27 15 4318071 O LOGICAL ASSIGNMENTS MA3TER LIBRARY 82 WORKING LIBRARY O SCRATCH FILE 18 NEW LIBRARY 1 P.R O B L E M DESCR I PTI ON IGR--GEOMETRY ( O/1/2/3--INF MED/ SLAB /SYL/ SPHERE I IZM--NUMBER OF ZONES ORMATERIAL REOlONS 8 MS--MIXING TABLE LENGTH 14 IBL- -LEFT BOUNDARY CONDITION (O/1--VAC/REFL) 1

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LU-173 1033 SIGP=5+4 NEWXLACS 21tNCP P-3 293K ID 71176 HF(NAT) 1034 21tNGP WT 1/E P-3 StGP=5+4 293K RE(042375) ID 72000 TA-181 1285 SIGP=5+4 NEWXLACS 218NGP P-3 293X ID 73101 W-182 1128 SIGP=5+4 NEWXLACS _iGNGP P-3 293K 10 74182 W-183 1129 SIGP=5+4 NEWXLA', 218NGP P-3 293K ID 74183 W-184 1130 SIGP=5+4 NEWXI nCS 218HCP P-3 293K ID 74184 W-186 1131 SIGP=5+4 NEW'_ACS 218NGP P-3 293K ID 74186 CE-185 1083 S!GP=5+4 ND ALACS 218NGP P-3 293K ID 75185 RE-187 1094 SIGP=5+4 NEWXLACS 218NCP P-3 293K ID 75187 AU-197 1283 SIGP=5+4 NEWXLACS 218NGP P-3 293K ID 79197 PB 1288 218NGP 042375 P-3 293K ID 82000 TH-232 1296 SIGP=5+4 NEWXLACS 218NOP P-3 293K ID 90732 PA-233 1297 218 GP WT F-1/E-M 09037G P3 293K ID 91233 U-233 1260 SIGP=5+4 NEWXLACS 218NGP P-3 293K ID 92233 U-234 104 3 SIGO:5+4 NEWXL a CS P-3 293K F - 1/E-M( 1. +5) ID 92234 U-235 1261 SIGPa5+4 NEWXLACS 218NCP P-3 293K(3) ID 92235 U-236 1163 SIGO=5+4 NEWXLACS P-3 293K F-1/E-M(1.+5) ID 92236 U-238 218GP RE 5-17-78(1) ID 92238 NP-237 1263 SIGP=5+4 NEWXLACS 218NGP P-3 293K 10 93237 PU-238 1050 SIGO=5+4 NEWXLACS P-3 293K F-1/E-M(1.+5) ID 94238 PU-239 1264 SIOP=5+4 NEWXLACS 218NGP P-3 293K 10 94239 PU-240 1265 SIGP=5+4 NEWXLACS 218NGP P-3 273K ID 94240 PU-241 1266 SIGP=5+4 NEWXLACS 218NGP P-3 293K ID 94241 PU-242 1161 SIGP=5+4 NEWXLACS 218NGP P-3 293K ID 94242 AM-241 1056 SIGP=5+4 NEWXLACS 218NCP P-3 293K ID 95241 AM-243 1057 218 GP WT F-1/E-M 09037G P3 293K ID 95243 CM-244 1162 SIGP=5+4 NEWXLACS 218NGP P-3 293K ID 96244 TAPE COPY USED 0 1/O"S, AND TOOK 1.70 SECONDS ELAPSED TIME .04 MIN. NN NN IIIIIIIIIlli TTTTTTTTTTTT AAAAAAAAA WW WW LL NNN NN tilllli!!Ill TTTTTTTTTTTT AAAAAAAAAAA WV WW LL NNNN NN II TT AA AA WW WW LL NN NN NN ll TT AA AA WW WW LL NN NN NN II TT AA AA WW WW LL NN NN NN II TT AAAAAAAAAAAAA WW W WW LL NN NN NN TT AAAAAAAAAAAAA WW WWW WW LL NN NN NN II TT AA AA WW WW WW WW LL NN NN NN 11 TT AA AA WW WW WW WW LL NN NNNN II TT AA AA WWWW WWWW LL NN NNN Illilllilll! TT AA AA WWW WWW LLLLLLLLLLLLL NN NN 11111111!!!! TT AA AA WW WW LLLLLLLLLLLLL

~~---

..... ~. 4 l 0000000 COM66M6603 // 0000000 7777777777777 // 88888888888 5555555555555 4 000000000 6666666666666 // 000000000 777777777777 // 8888888888888 5555555555555 00 - 00 66 .// 00 00 77 77 // ~ 88 88 <55 CO 00 66 // 00 00 '77 // 88 88 55 00 00 .66 // 00 00 77 // 88 88 55 CO 00 666666666666 // 00 00 77 // 88888888888 555555555555 03 00 6666666666666 // 00 00 77 // 88888888888 5555555555555 00 00 66 66 // 00 00 77 // 88 88-55 00 '00 66 66 // 00 00 77 // 88 88 55 CD 00 66 66 .// 00 00 77 // 88 88 55 55 000000000 6666666666666 // 000000000 77 // 8888888888888 5555555555555 0000000 66GGGG66GGG // 0000000 77 // 88888888888 55555555555 i 11 33333333333 5555555555555 5555555555555 0000000 88888888888 111 3333333333333 5555555555555 5555555555555 000000000 8888888888888 1111 33 33 55 55 00 00 88 88 1 -11 33 55 55 00 00 88 88 11 33 55 55 00 00 88 88 11 333 555555555555-555555555555 00 00 88888888888 11 333 5555555555555 5555555555555 00 00 88880888888 11 33 55 55 00 00 88 88 11 33 55 55 00 00 88 88 11 33 33 55 55 55 55 00 00 88 88 11111111 - 3333333333333 5555555555555 5555555555555 000000000 8888888888888 11111111 33333333333 55555555555 55555555555 0000000 888888P8888 i 1 f 00 ARRAY HAS 9 ENTRIES. 10 ARRAY HAS 12 ENTRIES. MSCM NOT USED 0 MMT NUMBER OF NUCLIDES FROM MASTER LIBRARY 14 MWT NUMBER OF NUCLIDES FROM X-SECT LIBRARY (LOG 2) O j-MXT NUMBER OF NUCLIDES FROM X-SECT LIBRARY (LOG 3) O i MCR CUTPUT SENSITIVI TY TAPE 0/1 - N0/YES O MXX NOT USED 0 MS NOT USED 0 IRES NUMBER OF RESONANCE CALCULATIONS 2 ION NOT USED 0 IPM NOT USED 0 IPP-OUTPUT OPTION TRIOGER -1 l IFO NOT USED 0 ' _THE STORAGE ALLOCATED FOR THIS CASE IS 41358 WORDS 20 ARRAY HAS 14 ENTRIES. 30 ARRAY HAS 30 ENTRIES. 40 ARRAY HAS 14 ENTRIES. I GENERAL INFORMATION CONCERNING CROSS SECTION LIBRARY TAPE IDENTIFICATION NUMBER 4321 NUMBER OF NUCLIDES ON TAPE 85 NUMBER OF NEUTRON ENERGY GROUPS 27 4

FIRST THERMAL NEUTRON ENERGY GROUP 15 NUMBE)? OF GAMMA ENERGY GROUPS O l DIT.ECT ACCESS UNIT NUMBER 9 REQUIRES 103 BLOCKS OF LENGTH 484 WORDS XSDHN TAPE 4321 I i.NUCLIDES FROM XSDRN' TAPE 1 H.1269 F._1002 T 218 GP 032475(2) 1001 2 H 1269 F, 1002 T 218 GP 03247b(2) 5 3 H 1269 F. 1002 T.218 GP 032475(2) G 4 0-16 1276 218 GP 03047G(7) 8016 5 0-16 1276 218 GP 03047G(7) 8 9 O-16 127G 218 GP 03047G(7) 9 7 AL-27 1193 218 GP 040375(5) 13027 i; O AL-27 1193 218 GP 040375(5) 3 9 CR 1191 WT SS-304(1/EST) P-3 293K SP=5+4(42375)* 24304 10 MN-55 1197 SIGP=5+4 NEWXLACS 218NGP P-3 293K 25055 11 FE 1192 WT SS-304(1/EST) P-3 293K SP=5+4(42375)* 2G304 12 NI 1190 WT SS-304(1/EST) P-3 293K SP=5+4(42375)* 28304 'l-4 13 PB 1288 218NGP 042375 P-3 293K 82000 14 U-235 1261 SIGP=5+4 NEWXLACS 218NGP P-3 293Kt3) 92235 H 1263 F, 1002 T 218 GP 032475(2) 1001 TEMPERATURE = 293.00 THERMAL SCATTERING MATRIX NUMBER 1 AT A TEMPERATURE OF 293.00 WAS SELECTED. H 1269 F, 1002 T 218 GP 032475(2) 5 TEMPERATURE = 293.00 ?. THERMAL SCATTERING MATRIX NUMBER 1 AT A TEMPERATURE OF 293.00 WAS SELECTED. " H 126D F, 1002 T 218 GP 032475(2) 6 TEMPERATURE = 293.00 THERMAL SCATTERING-MATRIX NUMBER 1 AT A TEMPERATURE OF 293.00 WAS SELECTED. 0-10 1276 218 GP 030476(7) 8016 TEMPERATURE: 293.00 0-16 1276 218 GP 030476(7) 8 TEMPERATURE = 293.00 0-10 1276 218 GP 030476(7) 9 TEMPERATURE = 293.00 AL-27 1193 218 GP 040375(5) 13027 TEMPERATURE = 293.00 , AL-27 1193 218 GP 040375(5) 3 TEMPERATURE: 293.00 i CR 1191 WT SS-304(1/EST) P-3 293K SP=5+4(42375)* 24304 TEMPERATURE = 293,00 MN-55 1197 SIGP=5+4 NEWXLACS 218NGP P-3 293K 25055 TEMPERATURES 293.00 I GEOMETRY HAS BEEN SET TO HOMOGENEOUS AS LBAR IS 0. i RESONANCE DATA FOR.THIS NUCLIDE _ MASS NUMBER (A) = 54.466 TEMPERATURE (KELVIN) = 293.000

POTENflAL SCATTER SIGMA =

2.590 LUMPED NUCLEAR DENSITY = .173G342E-02 1 7 SPIN FACTOR (G) = 14.448 LUMP DIMENSION (A-BAR) = 0. 1

-~ ll CIGMA-M(EFFECTIVE) = .507:031E+03 DANCOFF CORRECTION (C) = 0. THE A2SORBEM WILL BE TREATED BY THE NORDHEIM INTECRAL METHOD. MAS 3 OF MODERATOR-1 = 55.850 SIGMA (PER ABSORBER ATOM) .389G811E+03 l MODERATOR-1 WILL BE TREATED BY THE NORDHEIM INTEGRAL METHOD. i l MAS 3 OF MODERATOR-2 = 58.690 SiOMA(PER ABSORBER ATOM)= .773G620C+02 MODERATOR-2 WILL BE TREATED BY THE NORDHEIM INTEORAL METHOD. THIS RESONANCE MATERIAL WILL BE TREATED AS A O-DIMENSIONAL OBJECT. VOLUME FRACTION OF LUMP IN CELL USED TO ACCOUNT FOR SPATI AL SELF-SHIEL DING =1.00000 1 GROUP RES ABS RES FISS RES SCAT O 1.0GG965E-02 0. G.954870E+00 1 9 2.032117E-02 O. 1.791424E+01 10 4.2/02GGE-01 O. 9.540321E+01 11 2.232559E+00 0. 9.449313E+01 EXCESS RESONANCE INTEGRALS RESOLVED UNRESOLVED TOTAL ABSORPTION .11259E+01 0. .11259E+01 FISSION O. O. O. ELAPSED TIME .04 MIN. FE 11E2 WT SS-304(1/EST) P-3 293K SP=5+4(42375)* 2G304 TEMPERATURE = 293.00 ('I 1190 WT SS-304(1/EST) P-3 293K SP=5+4(42375)* 28304 TEMPERATURE: 293.00 PE 1288 218NGP 042375 P-3 293K 82000 TEMPERATURE = 293.00 ' U-235 1261 SIGP=5+4 NEWXLACS 218NGP P-3 293K(3) 92235 TEMBERATURE= 293.00 RESONANCE DATA FOR THIS NUCLIDE MASS NUMBER (A) = 233.025 TEMPERATUREfKELVIN) = 293.000 POTENTIAL SCATTER SIGMA = 11.500 LUMPED NUCLEAR DENSITY = .2G13G20E-02 SPIN FACTOR (G1 = 15171.100 LUMP DIMENSION (A-BAR) = .5791200E-01 ClGMA-M(EFFECTIVE) = .3313884E+04 DANCOFF CORRECTION (C) = .5393530E+00 l i THE ABSORBER WILL BE TREATED BY THE NORDHEIM INTEGRAL METHOD. THIS RESONANCE MATERIAL WILL BE TREATED AS A 1-DIMENSIONAL OBJECT. ' VOLUME FRACTION OF LUMP IN CELL USED TO ACCOUNT FOR SPATIAL SELF-SHIELDING =1.00000 l EROUP RES ABS RES FISS RES SCAT l 12 4.9095G1E+01 3.261592E+01 7.376714E-01 13 6.848GO7E+01 3.913233E+01 8.63G217E-01 i 14 5.347872E+01 3.071347E+01 -8,571465E-02 l 15 2.225899E+00 1.645378E+00 -1.OGG532C-01 1G 4.012800E-02 3.058042E-02 -4.498245E-03 1

EMCESS RESONANCE INTEGRALS RESOLVED UNRESOLVED TOTAL ABSORPTION .19829E+03 O. .19829E+03 FISSION .11917E+03 0, .11917E+03 ELAPSED TIME .13 MIN, ELAPSED TIME .14 MIN. THIS XSDRN WORKING TAPE WAS CREATED 06/O AT 13.5 THE TITLE OF THE PARENT CASE IS S FOLLOWS TAPE ID '4321 NUMBER OF NUCLIDES 14 NUMBER OF NEUTRON GROUPS 27 NUMDER OF GAMMA GROUPS O FIRST THERMAL GROUP 15 TABLE OF CONTENTS H 1269 F, 1002 T 218 GP 032475(2) ID 1001 H 1269 F, 1002 T 218 GP 032475(2) ID 5 H 1269 F, 1002 T 218 GP 032475(2) ID G O-16 127G 218 GP 03047G(7) ID 8016 0-16 1276 218 GP 030476(7) ID 8 O-16 1276 218 GP 030476(7) ID 9 AL-27 1193 218 GP 040375(5) ID 13027 AL-27 1193 218 GP 040375t5) ID 3 CR 1191 WT SS-304( 1/EST) P-3 293K SPs5+4(42375)* ID 24304 MN-55 1197 SIGP=5+4 NEWXLACS 218NGP P-3 293K ID 25055 FE 1192 WT SS-304(1/EST) P-3 293K SP=5+4(42375)* ID 26304 NI 1190 W1 SS-304(1/EST) P-3 293K SP=5+4(42375)* ID 28304 PB 1288 218NOP 042375 P-3 293K ID 82000 U-235 1261 SIGP=5+4 NEWMLACS 210NGP P-3 293K(3) ID 92235 TAPE COPY USED O I/O"S, AND TOOK .11 SECONDS KK KK EEEEEEEEEEEEE NN NN 00000000000 KK KK EEEEEEEEEEEEE NNN NN 0000000000000 KK KK EE NNNN NN 00 00 KK KK EE NN NN NN 00 00 KK KK EE NN NN NN 00 00 KKKKKKKK EEEEEEEEE NN NN NN 00 00 KKFKKKKK EEEEEEEEE NN NN NN 00 00 KK KK EE NN NN NN 00 00 KK KK EE NN NN NN 00 00 KK KK EE NN NNNN 00 00 KK KK EEEEEEEEEEEEE NN NNN 0000000000000 KK KK EEEEEEEEEEEEE NN NN 00000000000 d

~.. - ~ l l 0000000 666666666668 // 0000000 7777777777777 // 88888868888 5555555555555 000000000 GGGGGGGGGGGGG // 000000000 777777777777 // 888888838n888 5555555555555 00 00 GG // 00 00 77 77 // 88 88 55 00 00 GG // 00 00 77 // 88 88 55 00 00 66 // 00 00 77 // 88 88 55 CO 00 GGGGGGGGGGGG // 00 00 77 // 88888888888 555555555555 00 00 GGGGGGGGGGGGG // 00 00 77 // 88088308888 5555555555555 00 00 66 GG // 00 00 77 // 88 88 55 00 00 GG GG // 00 00 77 // 88 88 55 00 00 GG GG // 00 00 77 // 88 88 55 55 000000000 GGGGGGGGGGGGG // 000000000 77 // 8888880888800 5555555555555 0000000 GGGGGGGGGGG // 0000000 77 // 88808088888 55555555555 11 33333333333 5555555555555 GGGGGGGGGGGG 33333333333 0000000 111 3333333333333 5555555555555 GCGGGGGGGGGGG 3333333333333 000000000 1111 33 33 55 GG 73 33 00 00 11 33 55 GG 33 00 00 11 33 55 66 33 00 00 11 333 555555555555 GGGGGGGGGGGG 333 00 00 11 333 5555555555555 GGGGGGGGGGGGG 333 00 00 11 33 55 GG GG 33 00 00 11 33 55 GG GG 33 00 00 11 33 33 55 55 66 GG 33 33 00 00 t 11111111 3333333333333 5555555555555 GGGGGGGGGGGGG 3333333333333 000000000 11111111 33333333333 55555555555 GGGGGGGGboG 33333333333 0000000 KEFF BNL FUEL SHIPPINO MODEL 1 SS BASKET SURROUNOED BY 10.9375" OF LEAD NUMBER OF GENERATIONS 103 START TYPE 1 NUMBER PER OENERATION 300 OENERATIONS BETWEEN CHECKPOINTS O NUMBEft OF GENERATIONS TO BE SKIPPED 3 LIST INPUT X-SECTIONS READ FROM TAPE NO NUMBER OF ENEROY GROUPS 27 LIST 1-D MIXTURE X SECTIONS NO

MAX. NUMBER OF ENEROY TRANSFERS 27 LIST 2-D MIXTURE X-SECTIONS NO NUMBER OF INPUT NUCLIOES 14 LIST FISS. ANO ABS. BY REGION NO NUMBER Cr MIXTURES 9

USE X-SECTIONS FRCH PREVIOUS CASE NO NUMBER OF MIXINO TABLE ENTRIES 18 USE GEOMETRY FROM PREVIOUS CASE NO NUMBER OF GEOMETRY CARDS 102 USE VELOCITIES FROM PREVIOUS CASE NO

NUMBER OF BOX TYPES 13 COMPUTE MATRIX K-EFFECTIVE BY UNIT NO NUMBER OF UNITS IN X DIRECTION 10 COMPUTE MATRIX K-EFFECTIVE BY BOX TYPE NO NUMBER OF UNITS IN Y DIRECTION 5 LIST FISS PROD MATRIX DY UNIT NO , NUMBER OF UNITS IN Z DIRECTION 1 ADJOINT CALCULATION NO NUMBER OF NUCLIDES READ FROM TAPE -14 USE EXPONENTIAL TRANSFORM NO ALCEDO TYPE O CALCULATE FLUX NO

SEAECH TYPE O

CALCULATE FISSION DENSITIES YES NAMIMUM TIME = 15.0000 MINUTES THIS PROBLEM WILL USE 16402 1.OCATIONS OF LCM STOMAGE LOCATIONS REQUIRED FOR THIS JOB = 26949 REMAINING AVAILABLE LOCATIONS = 16605 'KEFF BNL FUEL SHIPPING MODEL 1 SS BASKET SURROUNDED BY 10.9375" OF LEAD MIXTURE NUCLIOE DENSITY 1 -92235 2.61362E-03 9 -92235 4.08154E-04 2 13027 6.023d3E-02 9 13027 1.12225E-02 4 3 6,02383E-02 3 1001 6.67555E-02 9 1001 4.38940E-02 5 5 6.67555E-02 7 6 6.67555E-02 3 8016 3.33777E-02 9 8016 2.19470E-02 5 8 3.33777E-02 7 9 3.33777E-02 6 24304 1.74239E-02 6 25055 1.73G34E-03 6 26304 5.93526E-02 6 28304 7.72036E-03 8 82000 3.29832E-02 CROSS SECTIONS READ FROM TAPE NUCLIDE = 1001 H 1269 F, 1002 T 218 GP 032475(2) NUCLIDE = 5 H 1269 F, 1002 T 218 GP 032475(2) NUCLIDE = 6 H 1269 F, 1002 T 218 GP 032475(2) NUCLIDE = 8016 0-16 1276 218 GP 030476t7) NUCLIDE = 8 C-16 1276 218 GP 030476(7) NUCLIDE = 9 O-16 1276 218 GP 030476571 NUCLIDE = 13027 AL-27 1193 218 GP 040375(5) NUCLICE = 3 AL-27 1193 218 GP 040375(5) NUCLIDE = 24304 CR 1191 WT SS-304(1/EST) P-3 293K SP=5*4(42375)' NUCLIDE = 25055 MN-55 1197 SIGP=5+4 NEyv' ACS 218NGP P-3 293K

NUCLIDE = 26304 FE 1122 WT SS-304(1/EST) P-3 293K SP=5+4(423751' NUCLIDE = 28304 NI 1190 WT SS-304(1/EST) P-3 293K SP=5+4(423751' NUCLIDE = C2OOO PB 1288 218NGP 042373 P-3 293K NUCLIDE = 92235 U-235 12G1 SiOP=5+4 NEWXLACS 218NGP P-3 293Kt3) KEFF BNL FUEL SHIPPING MODEL 1 SS BASKET SURROUNDED BY 10.9375" OF LEAD GECMETRY DESCRIPTION BOX TYPE 1 REOLON g 1 CUBotD 3 +X = 0. -X =-2.8575E+00 +Y = 1,2192E-01 -Y =-1.2192E-01 +Z = 2.8893E+01 -Z s-2.8893E+01 2 CUBOID 2 +X = 0. -X =-2.8575E+00 +Y = 1.5G4GE-01 -Y s-1.5G4GE-01 +Z = 2.8893E+01 -2 =-2.8893E+01 3 CUOCID 1 +X = 0. -X s-2.8575E+00 +Y = 2.143SE-01 -Y =-2,1438E-01 +2= 2.8893E+01 -2 =-2.8893E+01 4 CUBOID 2 +X = 0. -X =-2.8575E+00 +Y = 2. 4 892E -01 -Y =-2.4892C-01 +Z = 2.8893E+01 -2 =-2.8893E+01 5 CUBOID 3 +X = 0. -X s-2.8575E+00 +Y = 4.9276E-01 -Y =-4.9276E-01 +Z = 2.8893E*01 -2 =-2.8893E+01 S CU3OID 2 +X = 0. -X =-2.8575E+00 +Y = 5.2730E-01 -Y =-5.2730E-01 +Z = 2.8893E+01 -Z =-2.8893E+01 7 CUBOID 1 +X = 0. -X s-2.8575E+00 +Y = 5.8522E-01 -Y =-5.0522E-01 +2 = 2.8893E+01 -2 =-2.8893E+01 8 CUBOID 2 +X= 0. -X =-2.8575E+00 +Y = G.1976E-01 -Y :-G.1976E-01 +Z = 2.8893E+01 -2 =-2.8893E+01 9 CUBOID 3 +X = 0. -X s-2.8575E+00 +Y = 8.G3GOE-01 -Y =-8.G3COE-01 +Z = 2.8893E+01 -2 =-2.8893E+01 10 CUBotD 2 +X = 0. -X =-2.8575E+00 +Y = 8.9814E-01 -Y -8.9814E-01 +Z = 2.8893E+01 -Z =-2.8893E+01 11 CUBotD 1 +X = 0. -X =-2.8575E+00 +Y = 9.5GOGE-01 -Y a-9.5GOGE-01 +2 = 2.8093E+01 -2 =-2.8893E+01 12 CUCOID 2 +X = 0. -X =-2.8575E+00 +Y = 9.90GOE-01 -Y m-9.9060E-01 +Z = 2.8893E+01 -Z =-2.8893E+01 13 COOOlO 3 +X = 0. -X =-2.8575E+00 +Y = 1.2344E+00 -Y a-1.2344E+00 +Z = 2.8893E+01 -Z s-2.8893E+01 14 CU50lO 2 +X = 0. -X s-2.8575E+00 +Y = 1,2690E+00 -Y s-1.2690E+00 +Z = 2.8893E+01 -Z =-2.8833E+01 15 CUBOID 1

X

= 0. -X =-2.8575E+00 +Y = 1.32G9E+00 -Y s-1.32G9E+00 +2= 2.8893E+01 -2 s-2.8893C+01 10 CUBOID 2 +X = 0. -X s-2.8575E+00 +Y = 1.3614E+00 -Y s-1.3614E+00 +Z= 2.8893E+01 -Z =-2.8893E+01 17 CUBotD 3 +X = 0. -X =-2.8575E+00 +Y = 1.GO53E+00 -Y s-1.CO53E+00 +2 = 2.8893E+01 -2 =-2.8893E+01 10 CUBORD 2 +X = 0. -X =-2.8575E+00 +Y = 1.6398E+00 -Y =-1.6398E+00 +Z= 2.8893E+01 -Z *-2.8893E+01 10 CUBOID 1 +X = 0. -X =-2.8575E+00 +Y = 1.G977E+00 -Y s-1.G977E+00 +Z = 2.8893E+01 -2 =-2.8893E+01 20 CUBORD 2 +X = 0. -X =-2.8575E+00 +Y = 1.7323E+00 -Y a-1.7323E+00 +Z = 2.8893E+01 -2 =-2.8893E+01 21 CUBCID 3 +X = 0. -X s-2.8575E+00 +Y = 1.9761E+00 -Y a-1.97GIE+00 +Z= 2.8893E+01 -2 =-2.8893E+01 22 CUBOID 2 +X= 0. -X =-2.8575E+00 +Y = 2.0107E+00 -Y s-2.0107E+00 +Z = 2.8893E+01 -Z =-2.8893E+01 23 CUBotD 1 +X = 0. -X m-2.8575E+00 +Y = 2.OG86E+00 -Y s-2.OG8GE+00 +Z = 2.8893F+01 -Z =-2.8893E+01

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..__.__m-._.~. -,m. 1 .167 .500 1.500 GROUPS 2 TO 27 SAME QS ABOVE REGION 3 DEFINED BY OEOMETRY CARD 3 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 4 DEFINED BY OEcetETRY CARD 4 1 .167 500 1.500 GPnUPS 2 TO 27 SAME AS A"JOVE REGION 5 DEFIP.ED BY GEOMETRY CARD 5 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 6 DEFINED BY GEOrtETRY CARD 6 i 1 .167 .500 1.500 r GROtfPS 2 TO 27 SAME AS ABOVE REGION 7 DEFINED BY OEONETRY CARD 7 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE + REGIOM 8 DEFINED BY GEOMETRY CARD 8 i 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 9 DEFINED BY GEOMETRY CARD 9 r 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 10 DEFINED BY GEcrtETRY CARD 10 1 .167 .500 1.500 i GROUPS 2 TO 27 SAME AS ABOVE i REGION 11 DEFINED BY GEOMETRY CARD 11 j l 1 .167 .500 1.500 4 l GROUPS 2 TO 27 SAME AS ABOVE i l REGION 12 DEFINED BY GEOMETRY CARO 12 I 1 .167 .500 1.500 l GROUPS 2 TO 27 SAME AS ABOVE I REGION 13 DEFINED BY CECMETRY CARD 13 1 .167 500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 14 DEFINED BY GEOMETRY CARD 14 j 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE t REGION 15 DEFINED BY GEOMETRY CARD 15 i 1 .167 .500 1.500 I GROUPS 2 TO 27 SAME AS ABOVE I REGION 16 DEFINED BY GEfWETRY CARD 16 j 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE t I REGION 17 DEFINED BY GEOMETRY CARD 17 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE i l l l lc. _. - ..n.-. .a v-,.-e r-n-- .-..~.,--,n,- c .n-

l l i REGION 10 DEFINED BY GEOMETRY C#.RD 18 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGIOM 19 DEFINED BY GEOMETRY CARD 19 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 20 DEFINED BY GEOMETRY CARD 20 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGICH 21 DEFINED BY GEOMETRY CARD 21 1 .167 .50D 1.500 GROUPS 2 TO 27 SAME AS APOVE REGION 22 DEFINED BY GEOMETRY CARD 22 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 23 DEFINED BY GEOMETRY CARD '23 1 .I67 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION ?4 DEFINED BY GEOMETRY CARD 24 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 25 DEFINED BY GEOMETRY CARD 25 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGIO *t 26 DEFINED BY GEOMETRY CAPO 26 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 27 DEFINED BY GEOMETRY CARD 27 1 .167 .500 1.500 L GROUPS 2 TO 27 SAME AS ABOVE REGION 28 DEFINED BY GECMETRY CARD 28 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 29 DEFINED BY GEOMETRY CARD 29 t l 1 .167 .500 1.500 l GROUPS 2 TO 27 SAMt. AS ABOVE i REGION 30 DEFINED BY GEOMETRY CARD 30 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE I i REGION 31 DEFINED BY GEOMETRY CARD 31 ? ( 1 .167 .500 1.500 l OROUPS 2 TO 27 SAMd AS ABOVE l REGIOM 32 DEFINED BY GEOMETRY CARD 32 l 1 .167 .500 1.500 j GROUPS 2 TO 27 SAME AS ABOVE I REGION 33 DEFINED BY GEOMETRY CARD 33 i

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.. - ~. -. -.. - - -. - - ~ ~ - - - = ~ 1 .367 .500 1.500 GROUPS 2 TO 27 SAME AS QBOVE REGION 9 DEFINED BY GEOMETRY CARD 49 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 10 DEFINED BY GEOMETRY CARD 50 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 11 DEFINED BY GEOMETRY CARD 51 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 12 DEFINED BY GEOMETRY CARD 52 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE-REGION 13 DEFINED BY GEOMETRY CARD 53 1 ,167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGICN 14 CEFINED BY GEOMETRY CARD 54 1 .167 .500 1.500 GROUPS 2 YO 27 SAME AS ABOVE REGION 15 DEFINED BY GEOMETRY CARD 55 1 167 .500 1.500 GROUPS 2 10 27 SAME AS ABOVE REGION 16 DEFINED BY GEOMETRY CARD 56 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 17 CEFINED BY GEOMETRY CARD 57 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 18 DEFINED BY GEOMETRY CARD 58 1 ,167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 19 DEFINED BY GEOMETRY CARD 59 [ GROUPS 2 TO 27 S E AS ABOV i REGION 20 DEFINED BY GEOMETRY CARD 60 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE i t REGION 21 DEFINED BY GEOMETRY CARD 61 1 .167 .500 1.500 .[ GROUPS 2 TO 27 SAME AS ABOVE REGION 22 DEFINED BY GEOMETRY CARD 62 1 ,167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 23 DEFINED BY GEOMETRY CARD 63 1 .167 .500 1.500 l GRMUPS 2 TO 27 SAME AS ABcVE

REGION 24 DEFINED CY GEOMETRY CARD G4 1 .167 500 1.500 GROUPS 2 TO 27 SAME AS APOVE REGION 25 DEFINED BY GEOMETRY CARD 65 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ADOVE REGION 26 DEFINED BY GEOMETRY CARD GG 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 27 DEFINED BY GEOMETRY CARD 67 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ADOVE REGION 28 DEFINED BY GEOMETRY CARD 68 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 29 DEFINED BY GEOMETRY CARD '69 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 30 DEFINED BY GEOMETRY CARD 70 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 31 DEFINED BY GEOMETRY CARD 71 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 32 DEFINED BY GEOMETRY CARD 72 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE s REGION 33 DEFINED BY GEOMETRY CARD 73 1 .167 .500 1.500 GROUPS 2 TO 27 SANE AS ABOVE REGION 34 DEFINED BY GEOMETRY CARD 74 1 .167 .500 1.500 GROUPS 2 TC 27 SANE AS ABOVE REGION 35 DEFINED BY GEONETRY CARD 75 I .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 36 DEFINED BY GEOMETRY CARD 76 I .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 37 DEFINED BY GEOMETRY CARD 77 1 .167 .500 1.500 GROUPS 2 TO 27 SAMC AS ADOVE REGION 38 DEFINED BY GEOMETRY CARD 78 1 .167 . 00 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 39 DEFINED BY GEOMETRY CARD 79

1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 40 DEFINED BY GEOMETRY CARD 80 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE BOX TYPE 3 GROUP WTLOW WT AVO WT HI 1 REGION 1 DEFINED SY GEOMETRY CARD 81 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ADOVE REGION 2 DEFINED BY GEOMETRY CARD 82 i 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE COM TYPE 4 GROUP WTLOW WT AVO WT HI 4 I REGION 1 DEFINED BY GEOMETRY CARD 83 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 84 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE 1 BOX TYPE 5 GROUP WTLOW WT AVO WT HI a 1 REGION 1 DEFINED BY GEOMETRY CARD 85 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 86 1 .167 .500 1.500 l GROUPS 2 TO 27 SAME AS ABOVE ' BOX TYPE 6 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 87 i GROUPS 2 TO 27 SAME AS ABOVE j REGION 2 DEFINED BY GEOMETRY CARD 88 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE iCOX TYPE 7 GROtJP WTLOW WT AVG WT HI 1 REGION 1 DEFINED BY GEOMETRY CARD 89 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ADOVE t BOX TYPE 8 GROUP WTLOW WT AVG WT HI REGION 1 CEFINED BY GEOMETRY CARD 90 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE BOX TYPC 9 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 91 1

m _. 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 92 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE BOR TYPE 10 GROUP WTLOW WT AVO WT HI REGION 1 DEFINED BY GEOMETRY CARD 93 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 94 1 .167 .500 1.500 GROUPS 2 TO 27 SAME As ABOVE BOM TYPE 11 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 95 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED DY GEOMETRY CARD 96 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE Bon TYPE 12 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GECMETRY CARD 97 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 98 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE BOM TYPE 13 GROUP WTLOW WT AVG WT HI REGION 1 DEFINED BY GEOMETRY CARD 99 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REFLECTOR REGION 1 DEFINED BY GEOMETRY CARD 100 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 2 DEFINED BY GEOMETRY CARD 101 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE REGION 3 DEFINED BY GEOMETRY CARD 102 1 .167 .500 1.500 GROUPS 2 TO 27 SAME AS ABOVE ' KEFF BNL FUEL SHIPPING MODEL I SS BASKET SURROUNDED BY 10.9375" OF LEAD lERAY DESCRI PTION 4

2e 1 13 0 7 7 7 7 7 7 to 13 12 4 1 2 1 2 1 2 5 12 0 1 2 1 2 1 2 1 2 8 11 3 1 2 1 2 1 2 6 11 13 0 7 7 7 7 7 7 10 13 KEFF ENL FUEL SHIPPI NG MODEL 1 SS BASKET SURROUNDED BY 10.9375" OF LEAD VOLUMES BOX TYPE 1 REGION DEFINED BY GEOMETRY CARD 1 VOLUME = 4.02G30E+01 CM. 3 CUMULATIVE VOLUME = 4.02630E+01 CN. 3 REGION DEFINED BY GEOMETRY CARD 2 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 5.16709E+01 CM. 3 REGION DEFINED BY GCOMETRY CARD 3 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 7.07958E+01 CM. 3 REGION DEFINED BY GEOMETRY CARD 4 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 8.2?O37E+01 CM. 3 REGION DEFINED BY GEOMETRY CARD 5 VOLUME = 0.052GOE+01 CM. 3 COMULATIVE VOLUME = 1.62730E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 6 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME 1.74138E+02 CM. 3 = REGION DEFINED BY GEOMETRY CARD 7 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 1.932G2E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 8 VOLUME = 1.1407CE+01 CM. 3 CUMULATIVE VOLUME 2.04G70E+02 CM. 3 = REGION DEFINCD BY GEOMETRY CARD 9 VOLUME = 0.052GOE+01 CM. 3 CUMDLATIVE VOLUME 2.85196E+02 CM. 3 = REGION DEFINED BY GEOMETRY CARD 10 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 2.96G04E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 11 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 3.15729E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 12 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 3.27137E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 13 VOLUME = 8.052GOE*01 CM. 3 CUMULATIVE VOLUME = 4.076G3E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 14 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 4.19071E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 15 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 4.3819GE+02 CM. 3 REGION DEFINED BY GEOMETRY CARD IG VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 4.49604E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 17 VOLUME = 8.052GOE+01 CM. 3 CUMULATIVE VOLUME 5.30130E+02 CM. 3 = REGION DEFINED BY GEOMETRY CARD 18 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 5.41538E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 19 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 5.GOGG3E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 20 VOLUME = 1.14079E+01 CN. 3 CUMULATIVE VOLUME = 5.72070E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 21 VOLUME = 8.052GOE+01 CM. 3 CUMULATIVE VOLUME = 6.5259GE+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 22 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME 6.G4004C+02 CM. 3 = REGION DEFINED BY GEOMETRY CARD 23 VOLUME = 1.91249E+01 CM. 3 CUMULATIVF VOLUME = 6.83129E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 24 VOLUME = 1.14079E*01 CM. 3 CUMULATIVE VOLUME = 6.94537E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 25 VOLUME = 8.05?GOE+01 CM. 3 CUMULATIVE VOLUME = 7.75063E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 2G VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 7.8G471E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 27 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 8.05596E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 28 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 8.17004E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 29 VOLUME = 9.05918E+01 CM. 3 CUMULATIVE VOLUME = 9.07595E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 30 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 9.19003E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 31 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 9.38128E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 32 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 9.4953GE+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 33 VOLUME = 9.89799E+01 CM. 3 CUMULATIVE VOLUME 1.04852E+03 CM. 3 = REGION DEFINED BY GEOMETRY CARD 34 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 1.05992E+03 CM. 3 REGION DEFINED BY GEOMETRY CARD 35 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 1.07905E+03 CM. 3 REGION DEFINED BY GEOMETRY CARD 3G VOLUME = 1.1407DE+01 CM. 3 CUMULATIVE VOLUME = 1.0904GE+03 CM. 3 REGION DEFINED BY GEOMETRY CARD 37 VOLUME = 8.38013E+01 CM. 3 CUMULATIVE VOLUME = 1.17434E+03 CM. 3 REGION DEFINED BY GEOMETRY CARD 38 VOLUME = 4.1940GE+01 CM. 3 CUMULATIVE VOLUNE = 1.21628E+03 CM. 3 REGION DEFINED BY GEOMETRY CARD 39 VOLUME = G.G9075E+02 CM. 3 CUMULATIVE VOLtn1E = 1.88535E+03 CM. 3 REGION DEFINED BY GEOMETRY CARD 40 VOLUME = 3.07557E+02 CM. 3 CUMULATIVE VOLUME 2.19291E+03 CM. 3 = BOX TYPE 2 REGION DEFINED BY GEOMETRY CARD 41 VOLUME = 4.02630E+01 CM. 3 CUMULATIVE VOLUME = 4.02G30E+01 CM. 3 ]

REGION DEFINED BY GEOMETRY CARD 42 VOLUME = 1.14079E+01 CM. 3 COMUt.ATIVE VOLUME = 5.1G709E+01 CM. 3 REGION DEFINED BY GEOMETRY CARD 43 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 7.07958E+01 CM. 3 REGION DEFINED BY GEOMETRY CARD 44 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 8.22037E*01 CM. 3 REGION DEFINED BY GEONETRY CARD 45 VOLUME = 0.05260E+01 CM. 3 CUMULATIVE VOLUME 1.G2730E+02 CN. 3 = REGION DEFINED BY GEOMEIRY CARD 4G VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 1.74138E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 47 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 1.932G2E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 48 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 2.04G70E+02 CM,.3 REGION DEFINED BY GEOMETRY CARD 49 VOLUME = 8.052GOE+01 CN. 3 CUMULATIVE VOLUME 2.8519CE+02 CM. 3 = REGION DEFINED BY GEOMETRY CARD 50 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 2.9GGO4E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 51 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 3.15729E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 52 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 3.27137E402 CM. 3 REGION DEFINED BY GEOMETRY CARD 53 VOLUME = 0.052GOE+01 CM. 3 CUMULATIVE VOLUME 4.07GG3E+02 CM. 3 = REGION DEFINED BY GEOMETRY CARD 54 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME 4.19071E+02 CM. 3 = REGICN DEFINED BY GEOMETRY CARD 55 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 4.38196E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 56 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 4.49604E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 57 VOLUME = 0.052GOE+01 CM. 3 CUMULATIVE VOLUME 5.30130E+02 CM. 3 = REGION DEFINED BY GEOMETRY CARD 58 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 5.41538E+02 CM. 3 REGION OEFINED BY GEOMETRY CARD 59 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 5.GOG63E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD GO VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 5.72070E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD G1 VOLUME = 8.052GOE+01 CM. 3 COMULATIVE VOLUME = G.52596E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD G2 VOLUME = 1.14G79E+01 CM. 3 CUMULATIVE VOLUME G.64004E+02 CM. 3 = REGION DEFINED BY GEOMETRY CARD G3 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = G.83129E+02 CM. 3 REGION DEFINED BY GECMETRY CARD G4 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 6.94537E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD G5 VOLUME = 8.052COE+01 CM. 3 CUMULATIVE VOLUME 7.75003E+02 CM. 3 = REGION DEFINED BY GEOMETRY CARD GG VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME 7.8G471E*02 CM. 3 = REGION DEFINED BY GEOMETRY CARD G7 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME 8.0559GE+02 CM. 3 = REGION DEFINED BY GEOMETRY CARD G8 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 8.17004E+02 CM. 3 REGION CEFINED BY GEOMETRY CARD 69 VOLUME = 9.05918E+01 CM. 3 CUMULATIVE VOLUME = 9.07595E+02 CM. 3 REGloN DEFINED BY GEOMETRY CARD 70 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 9.19003E+02 CM. 3 REGION DEFINED BY GEOMETRY CARD 71 VOLUME = 1.91249E+01 CM. 3 CUMULATIVE VOLUME = 9.38128E+02 CM. 3 REGION DEFINED DY GEOMETRY CARD 72 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOI.UME = 9.4953GE+02 CM. 3 REGION DEFINED BY GECMETRY CARD 73 VOLUME = 9.89799E+01 CM. 3 CUMULATIVE VOLUME = 1.0485PE+03 CM. 3 REGION DEFINED BY GEOMETRY CARD 74 VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME 1.05992E+03 CM. 3 = REGION DEFINED BY GEOMETRY CARD 75 VOLUME = 1.91249E+01 CM. 3 CUNULATIVE VOLUME = 1.07905E+03 CM. 3 REGION DEFINED BY GEOMETRY CARD 7G VOLUME = 1.14079E+01 CM. 3 CUMULATIVE VOLUME = 1.0904GE+03 CM. 3 REGION DEFINED BY GEOMETRY CARD 77 VOLUME = 8.38813E+01 CM. 3 CUMULATIVE VOLUME 1.17434E+03 CM. 3 = REGION DEFINED BY GEOMETRY CARD 78 VOLUME = 4.1940GE+01 CM. 3 CUMULATIVE VOLUME = 1.21G28E+03 CM. 3 REGION DEFINED BY GEOMETRY CARD 79 VOLUME = G.69075E+02 CM. 3 CUMULATIVE VOLUME = 1.88535E+03 CM. 3 REGION DEFINED BY GECMETRY CARD 80 VOLUME = 3.07557E+02 CM. 3 CUMULATIVE VOLUME = 2.19291E+03 CM. 3 BOX TYPE 3 REGION DEFINED BY GEOMETRY CARD 81 VOLUME = 1.95934E+03 CM. 3 CUMULATIVE VOLUME = 1.95934E+03 CM. 3 REGION DEFINED BY GEOMETRY CARD 82 VOLUME = 2.33571E+02 CM. 3 CUMULATIVE VOLUME = 2.19291E+03 CM. 3 BOX TYPE 4 i REGION DEFINED BY GEOMETRY CARD 83 VOLUME = 1.95934E+03 CM. 3 CUMULATIVE VOLUME = 1.95934E+03 CM. 3 REGION DEFINED BY GEOMETRY CARD 84 VOLUME 2.33571E+02 CM. 3 CUMULATIVE VOLUME = = 2.19291E*03 CM. 3 BOX TYPE 5 REGION DEFINED BY GEOMETRY CARD 85 VOLUME = 1.95934E+03 CM. 3 CUMULATIVE VOLUME = 1.95934E+03 CM. 3 REGION DEFINED BY GEOMETRY CARD BG VOLLME = 2.33571E+02 CM. 3 CUMULATIVE VOLUME = 2.19291E+03 CM. 3 BOX TYPE 6 REGION DEFINED BY' GEOMETRY CARD 87 VOLUME = 1.95934E+03 CM. 3 CUMULATIVE VOLUME = 1.95934E+03 CM. 3 REGION CEFINED BY GEOMETRY CARD 88 VOLUME = 2.33571E+02 CM. 3 CUMULATIVE VOLUI12 2.10291E+03 CM. 3 = BOX TYPE 7 REGION DEFINED BY GEOMETRY CARD 89 VOLUME = 7.97925E+01 CM. 3 CUMULATIVE VOLUME = 7.97925E+01 CM. 3 BOX TYPE 8 REGION DEFINED BY GEOMETRY CARD 90 VOLUME = 1.59585E+02 CM. 3 CUMULATIVE VOLUME = 1.59585E+02 CM. 3 l

~, _ ~ _ -- g COX TYPE 9 REGION DEFINED BY GEOMETRY CARD 91 VOLUME = 7.39858E+01 CM. 3 CUMULATIVE VOLUME = 7.39658E*01 CM. 3 REGION DEFINED BY GEOMETRY CARD 92 VOLUME = 5.80G7GE+00 CM. 3 CUMULATIVE VOLUME = 7.97925C+0 CM. 3 i BOX TYPE 10 REGION DEFINED BY GEOMETRY CARD 93 VOLtJME = 7.39858E+01 CM. 3 CUMULATIVE VOLUME = 7.39858E+01 CM. 3 REGION DEFINED BY GECMETRY CARD 94 VOLUME = 5.80G76E+00 CM. 3 CUMULATIVE VOLUME = 7.97925E+01 CM,.3 BOX TYPE 11 REGION DEFINED BY GEOMETRY CARD 95 VOLUME = 1.53778E+02 CM. 3 CUMULATIVE VOLUME = 1.53778E402 CM. 3 REGION DEFINED BY GEOMETRY CARD 9G VOLUME = 5.80G7Gi+00 CM. 3 CUMULATIVE VOLUME = 1.59585E*02 CM. 3 BOX TYPE 12 REGION DEFINED BY GEOMETRY CARD 97 VOLUME = 1.53778E+02 CM. 3 CUMULATIVE VOLUME 1.53778E+02 CM. 3 = REGION DEFINED BY GEOMETRY CARD 98 VOLUME = 5.80G7GE+00 CM. 3 CUMULATIVE VOLUME = 1.59585C+02 CN. 3 DCX TYPE 13 REGION DEFINED BY GECMETRY CARD 99 VOLUME = 5.80G7GE+00 CM. 3 CUMULATIVE VOLUME = 5.80G7CE+00 CM. 3 REFLECTOR VOLUMES - GEOMETRY CARD 100 IS THE CORE BOUNOARY CARD REGION DEFINED BY GEOMETRY CARD 101 VOLUME = 5.86501E+05 CM. 3 CUMULATIVE VOLUME = G.41389E+05 CM. 3 REGION DEFINED BY GEOMETRY CARD ' 102 VOLUME = 2.55009E+0G CM. 3 CUMULATIVE VOLUME = 3.19148E+0G CM. 3 TOTAL VOLUMES 1 4.02G30E*02 2 1.14079E+02 3 1.91249E+02 4 1.14079E+02 5 8.05260E+02 0 1.14079E+02 7 1.91249E+02 9 1.14079E+02 0 8.052GOE+02 10 1.14079E+02 11 1.91249E+02 12 1.14079E+02 13 8.05260E+02 14 1.14079E+02 15 1.91249E+02 to 1.14079E+02 17 8.052SOE+02 10 1.14079E+02 19 1.91249E+02 20 1.14079E+02 21 8.OS260E+02 22 1.14079E+02 23 1.91249E+02 24 1.14079E+02 25 8.05260E+02 26 1.14079E+02 j 27 1.91249E+02 23 1.14079E+02 29 9.05918E+02 30 1.14079E+02 31 1.91249E+02 32 1.14079E+02 33 9.89799E+02 34 1.14079E+02 35 1.91249E+02 36 1.14079E+02 37 8.38813E+02 33

.1940GE+02

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NO e W Me O N O O e H = E ...................................................... Z O 000000000000000000000000000000000000000000000000000000 3 + Q OO M e W W MMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMM 000000000000000000000000000000000000000000000000000000 W O i e e e e e e e e e e e e e e e e e e e e a e e e e e e e e e i e e e e e e e e e o e e e e e e e e e e M WWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWW J N -ONONNcMNCM--@cecNOGNO-MMe@@MvNNNOMNeNecNNMNNTNG-GobNo 4 -v0MNcc3co@bCce@c-eM-O@cebcovbMMONCONO-@bhMMon-MOCvebc d Ovn-eceNNNcNN--vNe@MO@MNMOONNO-McNNMCOvNbMecebovvMVCh@ v O-N@@bOMNN-NOev0ce@NCNCocN-NMb-OCNM-C@vNCveM@v@%-gem @@ C O @ e b O N. O N N. C @ e @ C o @ c h o c O O v. o v. v. C C. Q. O O Y. M M M M N... O O @ @ @ @ @ @ c h b b c c O g W se C@QCCCCCCCOOOCCOOOOOOOppOOOOOOOOO 000000000444444T44444 L J W Z k E O O I O e M O Z e---e-----------e---

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- - - - =**

.8451 TO .8682

- - - - =***

.CGO2 TO .8913

===========**** .C313 TO .9144

- - - - =*

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- - - - ===**=

.C375 TO .9606

======******* .CGOG TO .9837

**

.CO37 TO 1.0068 1.0068 TO 1.0299 1 FREQUENCY FOR OENERATIONS 29 TO 103 .7753 TO .7989 ,7989 TO .8220 .C220 TO .8451 .C451 TO .8682

==

.8GC2 TO .8913 .8913 TO .9144

- - - - ==

.9144 TO .9375

=======*** .C375 TO .9606

*====

.COOG TO .9837 .9837 TO 1.0068 1.0068 TO 1.0299 = FREQUENCY FOR OENERATIONS 54 TO 103 .7753 TO .7989 .7980 TO .8220

== .C220 TO .8451 .8451 TO .8G82

==

.0302 TO .8913

===*=**** .0013 TO .9144

- - ===******

.C144 TO .9375

- - - - =*

.C375 TO .9606 =*****s .CGOS TO .9837 .0037 TO 1.0068

== i 1.0063 TO 1.0299 =

FREQUENCY FOR GENERATIONS 79 TO 103 .7758 TO .7"89 .7 03 TO .C220 .C220 TO .8451 ,C451 TO .8682

=

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== .960G TO .9837 = l .f037 TO 1.00G8 = 1.00G3 TO 1.0299 i MODULE CSAS2 MADE 3 SUCCESSFUL ACCESSES. l l l i i W}}

ML20133G217

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Dear Mr. MacDonald:

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ML20133G217

Text

References:

Dear Mr. MacDonald:

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==

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