Theorem. (t11_card_lar)
∀esk1_0 : set, ∀esk3_0 : set, ∀esk2_0 : set, ∀k7_subset_1 : setsetsetset, ∀v1_card_lar : setsetprop, ∀v2_card_lar : setsetprop, ∀v1_finset_1 : setprop, ∀v3_ordinal1 : setprop, ∀v4_ordinal1 : setprop, ∀m1_subset_1 : setsetprop, ∀k1_zfmisc_1 : setset, ∀k8_subset_1 : setsetsetset, ∀k3_ordinal2 : setset, ∀esk5_2 : setsetset, ∀r1_ordinal1 : setsetprop, ∀esk22_2 : setsetset, ∀k3_xboole_0 : setsetset, ∀v4_card_3 : setprop, ∀k1_xboole_0 : set, ∀esk4_1 : setset, ∀esk16_1 : setset, ∀v2_ordinal1 : setprop, ∀v5_card_3 : setprop, ∀v5_ordinal1 : setprop, ∀esk14_0 : set, ∀esk15_0 : set, ∀esk19_0 : set, ∀esk17_0 : set, ∀esk12_0 : set, ∀esk10_0 : set, ∀esk8_0 : set, ∀esk11_0 : set, ∀esk7_1 : setset, ∀esk9_0 : set, ∀esk13_0 : set, ∀esk20_0 : set, ∀v7_ordinal1 : setprop, ∀esk18_1 : setset, ∀v3_card_1 : setsetprop, ∀v1_card_1 : setprop, ∀v6_ordinal1 : setprop, ∀v1_ordinal1 : setprop, ∀r1_xboole_0 : setsetprop, ∀v1_xboole_0 : setprop, ∀r1_tarski : setsetprop, ∀esk21_3 : setsetsetset, ∀r2_hidden : setsetprop, ∀esk6_3 : setsetsetset, ∀k4_xboole_0 : setsetset, (∀X1 X3 X2, (X3 = (k4_xboole_0 X1 X2)False)(r2_hidden (esk6_3 X1 X2 X3) X2False)r2_hidden (esk6_3 X1 X2 X3) X3r2_hidden (esk6_3 X1 X2 X3) X1False)(v2_card_lar (k7_subset_1 esk1_0 esk3_0 esk2_0) esk1_0v1_card_lar (k7_subset_1 esk1_0 esk3_0 esk2_0) esk1_0False)(∀X2 X3 X1, (X3 = (k4_xboole_0 X1 X2)False)(r2_hidden (esk6_3 X1 X2 X3) X3False)r2_hidden (esk6_3 X1 X2 X3) X2False)(∀X2 X1 X3, (v1_finset_1 X3False)(v1_finset_1 X2False)(r2_hidden X3 X1False)(k3_ordinal2 (k8_subset_1 X2 X1 X3)) = X3v3_ordinal1 X3v3_ordinal1 X2v4_ordinal1 X3v4_ordinal1 X2r2_hidden X3 X2v2_card_lar X1 X2m1_subset_1 X1 (k1_zfmisc_1 X2)False)(∀X1 X3 X2, (X3 = (k4_xboole_0 X1 X2)False)(r2_hidden (esk6_3 X1 X2 X3) X3False)(r2_hidden (esk6_3 X1 X2 X3) X1False)False)(∀X2 X1, ((k3_ordinal2 (k8_subset_1 X1 X2 (esk5_2 X1 X2))) = (esk5_2 X1 X2)False)(v1_finset_1 X1False)(v2_card_lar X2 X1False)v3_ordinal1 X1v4_ordinal1 X1m1_subset_1 X2 (k1_zfmisc_1 X1)False)(∀X3 X2 X1, (v1_finset_1 X1False)(r2_hidden (esk21_3 X1 X2 X3) X2False)v3_ordinal1 X3v3_ordinal1 X1v4_ordinal1 X1r2_hidden X3 X1v1_card_lar X2 X1m1_subset_1 X2 (k1_zfmisc_1 X1)False)(∀X3 X1 X2, (v1_finset_1 X2False)(r1_ordinal1 X1 (esk21_3 X2 X3 X1)False)v3_ordinal1 X2v3_ordinal1 X1v4_ordinal1 X2r2_hidden X1 X2v1_card_lar X3 X2m1_subset_1 X3 (k1_zfmisc_1 X2)False)(∀X3 X2 X1, (v1_finset_1 X1False)(v3_ordinal1 (esk21_3 X1 X2 X3)False)v3_ordinal1 X3v3_ordinal1 X1v4_ordinal1 X1r2_hidden X3 X1v1_card_lar X2 X1m1_subset_1 X2 (k1_zfmisc_1 X1)False)(∀X3 X2 X1, (m1_subset_1 (k8_subset_1 X2 X1 X3) (k1_zfmisc_1 X2)False)m1_subset_1 X1 (k1_zfmisc_1 X2)False)(∀X3 X2 X1, (m1_subset_1 (k7_subset_1 X2 X1 X3) (k1_zfmisc_1 X2)False)m1_subset_1 X1 (k1_zfmisc_1 X2)False)(∀X2 X1 X3, (v1_finset_1 X3False)(v1_card_lar X2 X3False)v3_ordinal1 X3v3_ordinal1 X1v4_ordinal1 X3r2_hidden X1 X2m1_subset_1 X2 (k1_zfmisc_1 X3)r1_ordinal1 (esk22_2 X3 X2) X1False)(∀X3 X2 X1, ((k8_subset_1 X2 X1 X3) = (k8_subset_1 X2 X3 X1)False)m1_subset_1 X1 (k1_zfmisc_1 X2)False)(∀X2 X1, (v1_finset_1 X1False)(v2_card_lar X2 X1False)v3_ordinal1 X1v4_ordinal1 X1m1_subset_1 X2 (k1_zfmisc_1 X1)r2_hidden (esk5_2 X1 X2) X2False)(∀X2 X1, (v1_finset_1 X1False)(v2_card_lar X2 X1False)v3_ordinal1 X1v4_ordinal1 X1v1_finset_1 (esk5_2 X1 X2)m1_subset_1 X2 (k1_zfmisc_1 X1)False)(∀X2 X1, (v1_finset_1 X1False)(v1_card_lar X2 X1False)(r2_hidden (esk22_2 X1 X2) X1False)v3_ordinal1 X1v4_ordinal1 X1m1_subset_1 X2 (k1_zfmisc_1 X1)False)(∀X2 X1, (v1_finset_1 X1False)(v2_card_lar X2 X1False)(r2_hidden (esk5_2 X1 X2) X1False)v3_ordinal1 X1v4_ordinal1 X1m1_subset_1 X2 (k1_zfmisc_1 X1)False)(∀X3 X2 X1, ((k8_subset_1 X2 X1 X3) = (k3_xboole_0 X1 X3)False)m1_subset_1 X1 (k1_zfmisc_1 X2)False)(∀X3 X2 X1, ((k7_subset_1 X2 X1 X3) = (k4_xboole_0 X1 X3)False)m1_subset_1 X1 (k1_zfmisc_1 X2)False)(∀X2 X1, (v1_finset_1 X1False)(v1_card_lar X2 X1False)(v3_ordinal1 (esk22_2 X1 X2)False)v3_ordinal1 X1v4_ordinal1 X1m1_subset_1 X2 (k1_zfmisc_1 X1)False)(∀X2 X1, (v1_finset_1 X1False)(v2_card_lar X2 X1False)(v4_ordinal1 (esk5_2 X1 X2)False)v3_ordinal1 X1v4_ordinal1 X1m1_subset_1 X2 (k1_zfmisc_1 X1)False)(∀X2 X1, (v1_finset_1 X1False)(v2_card_lar X2 X1False)(v3_ordinal1 (esk5_2 X1 X2)False)v3_ordinal1 X1v4_ordinal1 X1m1_subset_1 X2 (k1_zfmisc_1 X1)False)(∀X3 X2 X1, (r1_tarski (k4_xboole_0 X3 X2) (k4_xboole_0 X3 X1)False)r1_tarski X1 X2False)(∀X3 X2 X1, (r1_tarski (k3_xboole_0 X1 X3) (k3_xboole_0 X2 X3)False)r1_tarski X1 X2False)(∀X2 X1, ((k8_subset_1 X2 X1 X1) = X1False)m1_subset_1 X1 (k1_zfmisc_1 X2)False)(∀X3 X2 X1 X4, (r2_hidden X1 X4False)(r2_hidden X1 X3False)X4 = (k4_xboole_0 X2 X3)r2_hidden X1 X2False)(∀X2 X1 X3, (m1_subset_1 X1 X3False)r2_hidden X1 X2m1_subset_1 X2 (k1_zfmisc_1 X3)False)(∀X4 X3 X2 X1, X3 = (k4_xboole_0 X4 X2)r2_hidden X1 X3r2_hidden X1 X2False)(∀X2 X1 X3, v1_xboole_0 X3r2_hidden X1 X2m1_subset_1 X2 (k1_zfmisc_1 X3)False)(∀X3 X4 X1 X2, (r2_hidden X1 X2False)X3 = (k4_xboole_0 X2 X4)r2_hidden X1 X3False)(∀X2 X1 X3, (r1_xboole_0 X1 X3False)r1_tarski X1 X2r1_xboole_0 X2 X3False)(∀X2 X1 X3, (r1_tarski X1 X3False)r1_tarski X2 X3r1_tarski X1 X2False)(∀X1 X2, (r1_tarski X1 X2False)v3_ordinal1 X2v3_ordinal1 X1r1_ordinal1 X1 X2False)(∀X1 X2, (r1_ordinal1 X1 X2False)v3_ordinal1 X2v3_ordinal1 X1r1_tarski X1 X2False)(∀X2 X1, (r1_ordinal1 (k3_ordinal2 X1) (k3_ordinal2 X2)False)r1_tarski X1 X2False)(∀X2 X1, (X1 = X2False)r1_tarski X2 X1r1_tarski X1 X2False)(∀X2 X1, (r1_tarski X1 X2False)m1_subset_1 X1 (k1_zfmisc_1 X2)False)(∀X1 X2, r2_hidden X1 X2r1_tarski X2 X1False)(∀X2 X1, r2_hidden X2 X1r2_hidden X1 X2False)(∀X2 X1, (v3_ordinal1 (k3_xboole_0 X1 X2)False)v3_ordinal1 X2v3_ordinal1 X1False)(∀X2 X1, (r1_tarski X2 X1False)v1_ordinal1 X1r2_hidden X2 X1False)(∀X1 X2, (v4_card_3 X2False)v4_card_3 X1m1_subset_1 X2 (k1_zfmisc_1 X1)False)(∀X1 X2, (v6_ordinal1 X2False)v6_ordinal1 X1m1_subset_1 X2 (k1_zfmisc_1 X1)False)(∀X2 X1, (r1_ordinal1 X2 X1False)(r1_ordinal1 X1 X2False)v3_ordinal1 X2v3_ordinal1 X1False)(∀X2 X1, (r2_hidden X2 X1False)(r1_ordinal1 X1 X2False)v3_ordinal1 X2v3_ordinal1 X1False)(∀X2 X1, (m1_subset_1 X1 (k1_zfmisc_1 X2)False)r1_tarski X1 X2False)(∀X1 X2, (v1_xboole_0 X2False)(r2_hidden X1 X2False)m1_subset_1 X1 X2False)(∀X2 X1, (r1_xboole_0 X2 X1False)r1_xboole_0 X1 X2False)(∀X2 X1, (m1_subset_1 X1 X2False)r2_hidden X1 X2False)(∀X1 X2, (r1_xboole_0 X1 X2False)(k3_xboole_0 X1 X2) = k1_xboole_0False)(∀X2 X1, ((k3_xboole_0 X1 X2) = k1_xboole_0False)r1_xboole_0 X1 X2False)(∀X1, (v1_ordinal1 X1False)r1_tarski (esk4_1 X1) X1False)(∀X1 X2, (v3_ordinal1 X2False)v3_ordinal1 X1m1_subset_1 X2 X1False)(∀X1, (v1_finset_1 X1False)(m1_subset_1 (esk16_1 X1) (k1_zfmisc_1 X1)False)False)(∀X1 X2, v1_xboole_0 X2r2_hidden X1 X2False)(∀X2 X1, (r1_ordinal1 X1 X1False)v3_ordinal1 X2v3_ordinal1 X1False)(∀X1, (v3_card_1 (esk18_1 X1) X1False)v1_card_1 X1False)(∀X1, (v1_xboole_0 X1False)v3_ordinal1 X1v4_ordinal1 X1v1_finset_1 X1False)(∀X1, (v1_ordinal1 X1False)(r2_hidden (esk4_1 X1) X1False)False)(∀X1, (v1_xboole_0 X1False)v3_card_1 X1 k1_xboole_0False)(∀X1, (v4_ordinal1 X1False)(v1_finset_1 X1False)v3_ordinal1 X1v1_card_1 X1False)(∀X1, (v1_finset_1 X1False)v1_finset_1 (esk16_1 X1)False)(∀X1, (v1_finset_1 X1False)v1_finset_1 (k1_zfmisc_1 X1)False)(∀X1, (v3_card_1 X1 k1_xboole_0False)v1_xboole_0 X1False)(∀X1, (v7_ordinal1 X1False)v3_ordinal1 X1v1_finset_1 X1False)(∀X1, (v3_ordinal1 X1False)v1_ordinal1 X1v2_ordinal1 X1False)(∀X2 X1, (r1_tarski X1 X2False)X1 = X2False)(∀X2 X1, (r1_tarski X1 X2False)X1 = X2False)(∀X2 X1, (X1 = X2False)v1_xboole_0 X2v1_xboole_0 X1False)(∀X1, (v1_finset_1 X1False)(v5_card_3 X1False)v4_card_3 X1False)(∀X1, (v4_ordinal1 X1False)(v1_finset_1 X1False)v1_card_1 X1False)(∀X1, v1_finset_1 X1v5_card_3 X1False)(∀X1, ((k3_ordinal2 X1) = X1False)v3_ordinal1 X1False)(∀X1, (v5_ordinal1 X1False)v1_xboole_0 X1False)(∀X1, (v4_card_3 X1False)v5_card_3 X1False)(∀X1, (v4_card_3 X1False)v1_finset_1 X1False)(∀X1, (v7_ordinal1 X1False)v1_xboole_0 X1False)(∀X1, (v2_ordinal1 X1False)v3_ordinal1 X1False)(∀X1, (v1_ordinal1 X1False)v3_ordinal1 X1False)(∀X1, (v1_card_1 X1False)v7_ordinal1 X1False)(∀X1, (v1_card_1 X1False)v1_xboole_0 X1False)(∀X1, (v6_ordinal1 X1False)v1_xboole_0 X1False)(∀X1, (v1_finset_1 X1False)v7_ordinal1 X1False)(∀X1, (v1_finset_1 X1False)v1_xboole_0 X1False)(∀X1, (v3_ordinal1 X1False)v7_ordinal1 X1False)(∀X1, (v3_ordinal1 X1False)v1_xboole_0 X1False)(∀X1, (v3_ordinal1 X1False)v1_card_1 X1False)(∀X1, (X1 = k1_xboole_0False)v1_xboole_0 X1False)(v1_xboole_0 esk20_0False)(v1_xboole_0 esk14_0False)(v1_xboole_0 esk13_0False)(v1_finset_1 esk15_0False)(v1_finset_1 esk9_0False)(v1_finset_1 esk1_0False)(∀X2 X1, (r1_xboole_0 (k4_xboole_0 X1 X2) X2False)False)(∀X1 X2, (r1_tarski (k4_xboole_0 X1 X2) X1False)False)(∀X1 X2, (r1_tarski (k3_xboole_0 X1 X2) X1False)False)(∀X2 X1, ((k3_xboole_0 X1 X2) = (k3_xboole_0 X2 X1)False)False)(∀X1, (m1_subset_1 (esk7_1 X1) X1False)False)((m1_subset_1 esk3_0 (k1_zfmisc_1 esk1_0)False)False)(∀X1, ((k3_xboole_0 X1 X1) = X1False)False)(∀X1, (r1_tarski X1 X1False)False)(∀X1, ((k4_xboole_0 X1 k1_xboole_0) = X1False)False)(∀X1, ((k4_xboole_0 k1_xboole_0 X1) = k1_xboole_0False)False)(∀X1, ((k3_xboole_0 X1 k1_xboole_0) = k1_xboole_0False)False)((v1_card_lar esk3_0 esk1_0False)False)((v2_card_lar esk3_0 esk1_0False)False)((r2_hidden esk2_0 esk1_0False)False)(∀X1, (v3_ordinal1 (k3_ordinal2 X1)False)False)((v5_card_3 esk19_0False)False)((v7_ordinal1 esk20_0False)False)((v7_ordinal1 esk17_0False)False)((v2_ordinal1 esk13_0False)False)((v2_ordinal1 esk12_0False)False)((v2_ordinal1 esk9_0False)False)((v1_ordinal1 esk13_0False)False)((v1_ordinal1 esk12_0False)False)((v1_ordinal1 esk9_0False)False)((v1_xboole_0 esk11_0False)False)((v1_xboole_0 k1_xboole_0False)False)((v1_card_1 esk12_0False)False)((v1_card_1 esk9_0False)False)((v1_card_1 esk8_0False)False)((v1_finset_1 esk12_0False)False)((v4_ordinal1 esk1_0False)False)((v3_ordinal1 esk13_0False)False)((v3_ordinal1 esk12_0False)False)((v3_ordinal1 esk10_0False)False)((v3_ordinal1 esk9_0False)False)((v3_ordinal1 esk2_0False)False)((v3_ordinal1 esk1_0False)False)False
Proof:
The rest of the proof is missing.