table.put("foo", 2, 'b');
    assertEquals(ImmutableMap.of(2, 'b'), row);
    assertEquals(ImmutableMap.of(2, 'b'), subRow);
    row.clear();
    assertEquals(ImmutableMap.of(), row);
    assertEquals(ImmutableMap.of(), subRow);
    table.put("foo", 5, 'x');
    assertEquals(ImmutableMap.of(5, 'x'), row);
    assertEquals(ImmutableMap.of(5, 'x'), subRow);
  }

    table.put("foo", 2, 'b');
    assertEquals(ImmutableMap.of(2, 'b'), row);
    assertEquals(ImmutableMap.of(2, 'b'), subRow);
    row.clear();
    assertEquals(ImmutableMap.of(), row);
    assertEquals(ImmutableMap.of(), subRow);
    table.put("foo", 5, 'x');
    assertEquals(ImmutableMap.of(5, 'x'), row);
    assertEquals(ImmutableMap.of(5, 'x'), subRow);
  }

      WildcardType your = canonicalizeWildcardType(declaration, (WildcardType) formalType);
      // if "formalType" is <? extends Foo>, "this" can be:
      // Foo, SubFoo, <? extends Foo>, <? extends SubFoo>, <T extends Foo> or
      // <T extends SubFoo>.
      // if "formalType" is <? super Foo>, "this" can be:
      // Foo, SuperFoo, <? super Foo> or <? super SuperFoo>.

          // subtyping between declared type bound and actual type bound. So it's possible that we
          // may generate something like <capture#1-of ? extends Foo&SubFoo>.
          // Checking subtype between declared and actual type bounds
          // adds recursive isSubtypeOf() call and feels complicated.

agan!.&a&bukah?d&a&w?yim??e&ki?u??ii??k&a&s&ay?uki??zus??ihsoo?ousay??m&ay&akat?ii??i&hsukufosik?jii??ukihc??n&i!hsetat??uzii??r&ah?ugot??saim?t&agamay?oyim??w&a&g&a&kan?n??o??kustam?ziurak??onim!imanim??u&koo?s!omihs????ya&ko?rih???e&akas?nagamok?subo??i&gakat?h&asa?c&a!mo!nanihs???uonamay??sukagot??k&a&kas?mimanim?to??ia&atik?imanim??oa?uzihcom??m&akawak?ijuf?o!t???r&ato?ijoihs?omakat???n&ana?esnoawazon??o&hukas?n&a&gan?kan??i&hc?muza??ustat??romok?si&gan?k??tomustam??u&k&as?ohukihc??stamega??...

0F00          ; valid                                  # 2.0  TIBETAN SYLLABLE OM
0F01..0F0A    ; valid                  ;      ; NV8    # 2.0  TIBETAN MARK GTER YIG MGO TRUNCATED A..TIBETAN MARK BKA- SHOG YIG MGO
0F0B          ; valid                                  # 2.0  TIBETAN MARK INTERSYLLABIC TSHEG
0F0C          ; mapped                 ; 0F0B          # 2.0  TIBETAN MARK DELIMITER TSHEG BSTAR